The custom-designed ITI Sheet Metal/HVAC Pro calculator was
specifically created for sheet metal pro’s to ease the task of performing mathematics on the job. It includes the most popular built-in formulas for sheet metal computations, so you’ll save time, increase
accuracy and eliminate errors.
Your Calculator Helps You Solve:
•Dimensional Math Problems
•Conversions Between Feet-Inch-Fractions, Decimal Feet,
Decimal Inches and Metric
•Problems Involving All Common Fractions – 1/2” to 1/64”
•Area/Volume Calculations
•Arc/Circle/Column/Cone Areas and Volumes
•D:M:S
•Scientific Notation, Cubed Root
•Offset Calculations
•Trigonometry
•Law of Cosines
•Fan Laws 1, 2 and 3
•Velocity/Velocity Pressure Conversions
•Right Angle/Rafter Solutions
•Stair Layout (Risers/Treads), and more!
It also includes handy construction math and material estimation
examples — such as right angle/rafter and stair calculations — that
will also help you build faster and more accurately.
Ç+Percent (%) — Four-function percent. See page 30
0 – 9 and • Keys used for entering digits.
BBackspace Key — Used to delete entries one key-
On/Clear — Turns power on. Pressing once clears the
display. Pressing twice clears all temporary values.
Turns all power off, clearing all non-permanent registers.
for examples.
stroke at a time (unlike the o function, which
deletes the entire entry).
CONVERT Ç KEY —
UNIT CONVERSIONS and SECOND FUNCTIONS
The Ç key is to convert between measurement units or to access
second functions, listed below:
ÇConvert — Used with the measurement keys to
convert between units or with other keys to access
special functions.
ÇxClear All — Clears all values, including Memory.
Resets all permanent entries to default values
(except Preference Settings, which are retained).
Note: Use only when necessary, as it deletes all stored values.
XSquares the value in the display. For example, to
Square the value ten, enter 10then press X.
ÇXx3— Cubes the value in the display. For example, to
Cube the value ten, enter 10then press ÇX.
√Square Root Function — Used to find the Square
Root of a non-dimensional or area value
(e.g., 100√=10).
6—ITISHEET METAL/HVAC PRO
Ç√Cube Root Function — Used to find the Cube Root
of a non-dimensional or area value (e.g., 1000Ç√= 10).
y
Ç/x10
— Allows entry of an exponent. For example,
8Ç/14is 8 times 10 to the 14th power
(8x1014).
Ç÷1/x — Finds the reciprocal of a number (e.g., 8
Ç÷= 0.125).
Ç–Change(+/–)Sign— Changes the sign of the dis-
played value to negative or positive.
πPi — Constant = 3.141593
ÇπArcK — Constant = 0.017453. This value is equiva-
lent to the constant of a 1° arc angle for a one-unit
value. The formula for this constant is π ÷ 180.
Ç•Degrees:Minutes:Seconds — Converts between
D:M:S and Decimal Degree formats.
Note: Your calculator uses a floating d:m:s format (that is, displays decimal degrees to the maximum number of decimal points,
for greater accuracy). If you desire rounding to two decimal points
(0.00°), you must set your calculator via Preference Settings (see
page 107).
Ç=Access Preference Settings — Used to access
various customizable settings, such as dimensional
answer formats (see Preference Settings on page
107).
MEMORY and STORAGE FUNCTIONS
Your calculator has two types of Memory:
1) basic Memory or Semi-Permanent, Cumulative μ;
2) non-cumulative Storage Registers (M1-M3).
μSemi-Permanent Memory — Adds any displayed
number, dimensioned or unitless, to the semi-permanent, accumulating Memory. Values can be subtracted from this Memory using Çμ. ®®
will recall and clear the Memory. Ǯwill swap
the value stored in accumulative Memory with the
value that is currently displayed.
USER’S GUIDE —7
Ç1Storage Register (M1) — Stores the displayed
value in non-cumulative, permanent Memory (e.g.,
10Ç1, ®1= 10). Good for storing a
single value, for future reference.
Note: Non-cumulative means it only accepts one value (does not
add or subtract) and a second entered value will replace the first.
Permanent means the value is stored even after the calculator is
shut off. To delete a stored value, enter a new value or perform a
Clear All (Çx).
Ç2Storage Register (M2) — Same function as Ç
1. See above.
Ç3Storage Register (M3) — Same function as Ç
1. See above.
RECALL ® KEY
The ® key is used to recall or review stored values (e.g., ®p
to recall a previously entered pitch value). It is also used in reviewing stored settings and Memory operation (see below).
®®Clear M+ — Displays and clears M+.
®μRecall M+ — Displays value stored in M+.
®1Recall M1 — Recalls the stored value in M1.
®2Recall M2 — Recalls the stored value in M2.
®3Recall M3 — Recalls the stored value in M3.
FEET-INCH-FRACTION and METRIC KEYS
The following keys are used for entering units of measure, with ease
and accuracy:
fEnters or converts to Feet. Also used with the i
and / keys for entering Feet-Inch values (e.g., 6f9i1/2).
Note: Repeated presses after Ç toggle between Feet-Inches and
Decimal Feet (e.g., 6f9i1/2Çf= 6.791667
FEET; press f again to return to Feet-Inch-Fractions).
8—ITISHEET METAL/HVAC PRO
iEnters or converts to Inches. Also used with the /
key for entering fractional inch values (e.g., 9i1/2).
Note: Repeated presses after Ç toggle between Fractional
and Decimal Inches (e.g., 9i1/2Çi=9.5
INCH; press i again to return to Inch-Fractions).
/Fraction Bar — Used to enter Fractions. Fractions
may be entered as proper (1/2, 1/8, 1/16) or improper
(3/2, 9/8). If the denominator (bottom) is not entered,
the calculator's fractional resolution setting is automatically used (e.g., entering 15/=or +
will display 15/16, based on the default fractional
resolution setting of 16ths.
mMeters — Enters or converts to Meters.
ÇmMillimeters — Enters or converts to Millimeters.
TRIGONOMETRIC KEYS
Tangent Ø =Opposite
Adjacent
Sine Ø=Opposite
Hypotenuse
Cosine Ø=Adjacent
Hypotenuse
USER’S GUIDE —9
Your calculator has standard trigonometric keys, in addition to Right
Triangle keys (e.g., R, r, d and p), for advanced Right Triangle
mathematics.
The Sine, Cosine, and Tangent of an angle are defined in relation to
the sides of a Right Triangle.
Using the Ç key with the trigonometric function gives you the
Arcsine, Arccosine and Arctangent – all of which are used to find the
Angle for the Sine, Cosine, or Tangent value entered.
SSine Function — Calculates the Sine of a Degree
or undimensioned* value.
ÇSArcsine (sin
-1
) — Calculates the angle for the
entered or calculated Sine value.
çCosine Function — Calculates the Cosine of a
Degree or undimensioned* value.
-1
ÇçArccosine (cos
) — Calculates the angle for the
entered or calculated Cosine value.
tTangent Function — Calculates the Tangent of a
Degree or undimensioned* value.
ÇtArctangent (tan
-1
) — Calculates the angle for the
entered or calculated Tangent value.
*Note: Cannot use on dimensioned values.
PYTHAGOREAN THEOREM / RIGHT TRIANGLE KEYS
10 — ITI SHEET METAL/HVAC PRO
Using the Pythagorean Theorem, the top row of keys on your ITI
Sheet Metal/HVAC Pro provides instant solutions in dimensional format
to Right Triangle problems for sheet metal problems and roof framing.
The Right Triangle is calculated simply by entering two of four variables:
1) x (Run)
2) y (Rise)
3) r (Diagonal, or Hypotenuse); or
4) θ (Theta/Pitch).
RRun — Enters or calculates “x,” or the Run or hori-
zontal leg (base) of a Right Triangle.
rRise — Enters or calculates “y,” or the Rise or verti-
cal leg (height) of a Right Triangle.
dHypotenuse or Diagonal (for Roof Framing) —
Enters or calculates the Hypotenuse or diagonal leg
of a Right Triangle. Typical applications in construction/framing are “Squaring-up” slabs or finding
Common rafter lengths. Additional presses of the d
key will also display Plumb and Level cut angles in
degrees.
Note: The Common rafter calculation is the “point-to-point” length
and does not include the overhang or ridge adjustment.
pTheta — Enters or calculates the Pitch (slope) of a
roof (or Right Triangle). Pitch is the amount of “Rise”
over 12 Inches of “Run.” Pitch may be entered as:
• a Dimension: 9ip
• an Angle or Degrees: 30p
• a Percentage (percent grade): 75Ç+p
Once a Pitch in one of the above formats is entered,
consecutive presses of p will convert to the remaining pitch formats listed above (e.g., Pitch in Inches
will convert to Pitch Degrees, Percent Grade and
Pitch Ratio/Slope).
Note: An entered (vs. calculated) Pitch is a permanent entry. This
means that it will remain stored even after you turn the calculator
off. To change the Pitch, simply enter a new Pitch value.
In contrast, a calculated Pitch value is not permanently stored.
This means that the calculator will return to the Pitch value you
last entered when you press o twice.
USER’S GUIDE —11
LAW OF COSINES / NON-90 DEGREE TRIANGLE KEYS
Ç9Law of Cosines — These keys are used for non-90
degree triangle mathematics and are incorporated
with Right Triangle mathematics (using “Measured”
non-90 degree and “Calculated” Right Triangles),
particularly, for finding the dimensional relationship
of distance and alignment between two or more
objects. The overall purpose of these calculations is
to develop the duct and/or fittings required to fill a
space.
These keys calculate the opposite angles A, B, and
C given entry of Side a, b, and c using the Law of
Cosines (see Storage Registers a, b, and c below)
and triangle area using Heron’s Theorem. They also
enable the computation of Right Triangle lengths “x,”
“y,” “r ” and Theta, for determining Offset, Length,
and Angle.
Press
1Angle A
2Angle B
3Angle C
4Area (using formula for Heron’s Theorem)
5Redisplays entered Side a
6Redisplays entered Side b
7Redisplays entered Side c
Ç4Storage Register “a” — Enters Side “a” of a
Measured Triangle (e.g., if Side “a” is five feet, enter
5fÇ4).
Ç5Storage Register “b” — Enters Side “b” of a
Measured Triangle.
Ç6Storage Register “c” — Enters Side “c” of a
Measured Triangle.
12 — ITI SHEET METAL/HVAC PRO
Result
Right Triangle Functions:
RLength of Unknown Side — Calculates Side “x” of
unknown Right Triangle.
rLength of Unknown Side — Enters Side “y” of
unknown Right Triangle.
dHypotenuse — Enters “c” of Measured Triangle as
“r” of unknown Right Triangle, for final determination
of “x” and “y.”
pTheta — Finds unknown angle for determination of
“x” and “y.”
OFFSET KEYS
Ç(Offset — Calculates offset measurements, including
the Centerline Radius, Wrapper Length/Stretch-out,
Heel Radius, Throat Radius and Theta, given entry
of “x” (actual length), “y” (offset), and “a” (“end a”)
into the keys below:
Your calculator also has built-in formulas and keys that calculate Fan
Laws 1, 2 and 3, for air flow calculations. Each of these formulas
requires the entry of three variables in order to solve the fourth.
ÇRFan Law 1 — Calculates the missing variable (e.g.,
“a-new” or “b-new” for CFM new or RPM new) for
Fan Law 1, given the three known variables into the
applicable Storage Registers (see below). See
page 75 for examples.
ÇrFan Law 2 — Calculates the missing variable (e.g.,
“a-new” or “b-new” for CFM new or SP new) for Fan
Law 2, given the three known variables into the
applicable Storage Registers (see below). See
page 76 for examples.
ÇdFan Law 3 — Calculates the missing variable (e.g.,
“a-new” or “b-new” for CFM new or BHP new) for
Fan Law 3, given the three known variables into the
applicable Storage Registers (see below). See
page 77 for examples.
Storage Registers Used For Fan Laws:
Ç4Storage Register “a” — Enters “a-old” or current
“a” value.
Ç7Storage Register “a-new” — Enters “a-new” or
new “a” value.
Ç5Storage Register “b” — Enters “b-old” or current
FPM — Converts entry to Velocity (Feet per
Minute - FPM), Velocity Pressure, Metric Velocity
(MPS) and Metric Velocity Pressure (kPA).
PressResult
1Calculates Velocity (FPM) – assumes
entry is Velocity Pressure
2Calculates Velocity Pressure – assumes
entry is Velocity (FPM)
3Calculates Metric Velocity (MPS) –
assumes entry is kPA
4Calculates Metric Velocity Pressure
(kPA) – assumes entry is MPS
See page 46 for examples.
CIRCULAR / ARC FUNCTION KEYS
The Circle key helps you quickly solve Circular Area, Volume or Arc
problems.
CCircle — Displays and calculates the following val-
ues, given an entered Circle Diameter* or Radius:
• Diameter
• Circumference
• Circle Area
*To enter a Diameter (e.g., ten feet), press 10fC.To
enter a radius, see below.
ÇpSegment Radius — Enters or calculates the Circle
Radius (e.g., 5fÇp). Used to calculate
Diameter, Circumference and Circle Area (see
above).
ÇCArc Length or Degree of Arc — A multi-function
key that enters or calculates Arc Length or Degree
of Arc, and further solves for additional Circular/Arc
values, including Arched Rake-Walls (based on the
stored on-center), listed on next page.
(Cont’d)
USER’S GUIDE —15
(Cont’d)
If a Circle Diameter is entered into the C key and
Arc Degree (or Arc Length) entered into the Arc
function (ÇC), further presses of C will dis-
play and calculate the following:
Press
Result
1Arc Length or Degree of Arc
2Chord Length
3Segment Area
4Pie Slice Area
5Segment Rise
6Stored On-Center Spacing
7Length of Arched Wall 1
8Length of Arched Wall 2
9Length of Arched Wall 3
(if applicable), etc.*
*Note: The calculator will calculate Arched Rake-Wall stud sizes
with consecutive presses of the C key until it reaches the last
stud.
RRun (Chord Length) — Used with r or Çpto
find the Chord Length or the Radius of a Circular
Segment. If the Segment Rise and Radius have
been entered, this key will display the Chord Length
of the Circular Segment.
rRise — Used with R or Çpto find the Rise or
the Radius of a Circular Segment. If the Chord
Length and Radius have been entered, this key will
display the Segment Rise of the Circular Segment.
COLUMN / CONE KEY
The Column and Cone functions help you quickly estimate volume
and surface area of Columns or Cones.
Ç)Column and Cone — The first and second press of
) following Ç calculate the total volume and
surface area of a Column using the values stored in
C and r; the third and fourth consecutive presses of ) calculate the total volume and surface area
of a Cone.
16 — ITI SHEET METAL/HVAC PRO
HIP/VALLEY and JACK RAFTER KEYS
Your calculator uses the y (rise), x (run), r (diagonal), θ (pitch), and
o.c. spacing values to calculate Regular (45°) and Irregular (non-45°)
Hip/Valley and Jack rafter lengths (excluding wood thickness, etc.).
When calculating Regular and Irregular Jack rafter lengths, you will
see the letters “JK” (Common Pitch side) or “IJ” (Irregular Pitch side)
and the corresponding Jack number to the left of your calculator display. This will help you keep track of the descending sizes and which
side the corresponding rafter is based on.
HHip/Valley Rafter — Finds the Regular (45°) or
Irregular (non-45°) Hip/Valley rafter length.
• Regular Hip/Valley Length: After Right
Triangle/Rafter values are entered or calculated
(e.g., Pitch, Rise, Run), pressing H will calculate
the length of the Regular Hip/Valley rafter.
• Irregular Hip/Valley Length: If an Irregular Pitch is
entered via ÇH(see next page), pressingH will calculate the Irregular Hip/Valley rafter
length. (An Irregular or “non-standard” roof has two
different Pitches/Slopes.)
(Cont’d)
USER’S GUIDE —17
(Cont’d)
• Subsequent presses of the H key will also display Plumb, Level, and Cheek cut angle values in
degrees.
ÇHIrregular Pitch — Enters the Irregular or Secondary
Pitch value used to calculate lengths of the Irregular
Hip/Valley and Jack rafters.
You may enter the Irregular Pitch as:
• a Dimension: 9iÇH
• an Angle: 30ÇH
• a Percentage: 75Ç+ÇH
Note: An entered Irregular Pitch can be recalled by pressing ®
ÇH.
jJack Rafters — Finds the descending Jack rafter
sizes for Regular pitched roofs, based on the stored
on-center spacing and previously entered or calculated Right Triangle/Rafter values (e.g., Pitch, Rise,
Run).
• The default On-Center spacing is 16 Inches. A new
On-Center spacing may be entered and permanently stored by entering an Inch value prior to performing the Jack Rafters function (e.g., 12ij). The current On-Center spacing value can be
viewed by pressing ®j.
• Repeated presses of the j key will display all
the rafter sizes (on the regular pitch side) as well as
display the Plumb, Level, and Cheek cut angle values. Additional presses will display the rafter sizes
on the Irregular Pitch side (if an Irregular Pitch was
entered; see above), or repeat the previously displayed values.
Note: You may set your calculator to display the Jack rafter
lengths in either ascending or descending order (see Preference
Settings on page 107).
Note: You may program your calculator to “mate up” the Jack
rafters, rather than using the entered or default on center for both
sides (see Preference Settings on page 107).
18 — ITI SHEET METAL/HVAC PRO
ÇjIrregular Side Jacks — Operates same as j,
but displays the rafter values from the irregular
pitched side first.
STAIR KEY
Your calculator easily calculates stair layout solutions. Given values
for r (Rise) and/or R (Run), your calculator will calculate Riser, Tread,
Stringer and Angle of Incline values simply by pressing the s key.
sA multi-function key that uses a stored “desired”
Riser height, stored “desired” Tread width, stored
Headroom and Floor Thickness, and entered r(Rise) and/or R (Run) values to calculate and display the following:
PressResult
1Riser Height
2Number of Risers
3Riser Overage/Underage
4Tread Width
5Number of Treads
6Tread Overage/Underage
7Stairwell Opening
8Stringer Length
9Angle of Incline*
10Run (entered or calculated)
11Rise (entered or calculated)
12Stored Riser Height
13Stored Tread Width
14Stored Headroom Height
15Stored Floor Thickness
Note: Default values are 7-1/2 Inches for Desired Riser Height
and ten Inches for Desired Tread Width, ten Inches for Floor
Thickness and 6 Feet 8 Inches for Headroom.
Note: It is not possible for the calculator to include the Nose/
Overhang Measurement. Thus, you need to adjust for this measurement per local codes.
*Note: If the inclination angle exceeds the stored Rise and stored
Run ratio by 10%, the yield symbol (
steep incline.
will light, indicating a
)
USER’S GUIDE —19
ÇsStore Desired Riser Height — Stores a value other
than the default desired stair Riser height of
7-1/2 Inches (e.g., 8iÇsstores an
eight-inch desired stair Riser height). To recall the
stored setting, press ®s.
Ç==Store Desired Tread Width — Stores a value other
==than the default desired stair Tread width of ten inch-
es. See page 107 Preference Settings to view how
to use the + and – key to increase or decrease
stored Tread width.
Ç=== Store Headroom Height — Stores a value other
==than the default desired Headroom Height of six
Feet eight Inches, for calculation of stairwell opening. See page 107 Preference Settings to view how
to use the + and – key to increase or decrease
stored Headroom height.
Ç=== Store Floor Thickness — Stores a value other than
===the default desired Floor Thickness of ten Inches.
See page 107 Preference Settings to view how to
use the + and – key to increase or decrease
stored Floor Thickness.
20 — ITI SHEET METAL/HVAC PRO
GETTING STARTED
You may want to practice getting a feel for your calculator keys by
reading through the key definitions and learning how to enter basic
Feet-Inch-Fractions and Metric, how to store values in Memory, etc.,
before proceeding to the examples.
You may also want to glance at various formulas listed in the
Appendix, so you understand what mathematical calculations your
calculator is programmed to perform, or common formulas you can
refer to on the job. Also review specific default settings or
Preference Settings, listed in the Appendix.
ORDER OF OPERATIONS
Unlike other Calculated Industries’ calculators, which use the
Chaining Method of Operations, this calculator uses the Order of
Operation Method.
— Chaining Method (“as entered”): 10 +4x5=70
— Order of Operations: 10 + 4 x 5 = 30
The Order of Operations method of computing is based on the following order of preference:
1) Expressions inside of parentheses
2) Single-variable functions that perform the calculation and
display the result immediately (Trig functions, Square,
Square Root, Cube, Cube Root, Log, Percent, Reciprocal,
Angle Conversions)
3) Exponential function
4) Multiplication and Division
5) Addition and Subtraction
6) Equals (completes all operations)
If you need to calculate using the Chaining Method, you can change
this in your calculator Preference Settings. See page 107 for instructions.
USER’S GUIDE —21
USING PARENTHESES
Your calculator has Parentheses keys ( and ) for performing
mathematical operations. (In the Order of Operations method,
expressions inside of parentheses are performed first.)
The calculator offers four levels of parenthesis:
1) First parenthesis level opened – press ( for one Right-
Sided Parenthesis.
2) Second level opened – press ( a second time for two
Right-Sided Parentheses ((.
3) Third level opened –press( a third time for three RightSided Parentheses (((.
4) Fourth level opened – press ( a fourth time for four RightSided Parentheses ((((.
As you close each level of Parenthesis, the displayed number of
Parentheses in the upper left corner of the LCD is reduced by one,
and the results of expression are displayed.
22 — ITI SHEET METAL/HVAC PRO
SETTING FRACTIONAL RESOLUTION
Your calculator is set to display fractional answers in 16ths, and all
examples in this User Guide are, therefore, based on 1/16ths.
However, you may select the fractional resolution to be displayed in
other formats (e.g., 1/64ths, 1/32nds, etc.). Follow the two options
for selecting fractional resolution below.
Setting Fraction Resolution to Other Than 16ths —
Using the Preference Setting Mode
KEYSTROKEDISPLAY
1. Access Preference Settings:
Ç=(default setting = 1/16th of an Inch)FRAC 0-1/16 INCH
2. Access Next Fraction Sub-setting:
+FRAC 0-1/32 INCH
+FRAC 0-1/64 INCH
+FRAC 0-1/2 INCH
+FRAC 0-1/4 INCH
+FRAC 0-1/8 INCH
+ (returns to 16ths)FRAC 0-1/16 INCH
3. To Permanently Set the Fraction Resolution You Have Selected
Above, Press o or Any Key to Exit:
o0.
4. To Recall Your Selected Fraction Resolution:
®/STD 0-1/16 INCH
USER’S GUIDE —23
Setting Fixed/Constant Fractional Resolution
You can also program your calculator so that the displayed fraction
will always show in the fractional resolution you have set (following
the above instructions). That is, instead of solving for the closest
fraction, it will always display the chosen fractional resolution. For
example, if you have chosen 1/64ths, 1/2 will be displayed as 32/64.
If you do not use this feature, Standard Fractional Resolution will be
displayed. In other words, in the above example, 1/2 will be displayed as 1/2.
To change your calculator to Fixed (or Constant) Fractional Resolution:
KEYSTROKEDISPLAY
1. Access Preference Settings:
Ç=FRAC 0-1/16 INCH
2.
Press = 12 times to access Fixed/Constant Fractional Resolution setting:
= (twelfth press of = )FRAC Std.
3. Change setting by pressing + :
+FRAC COnSt
+ (returns to Standard)FRAC Std.
4. To permanently set the Fixed/Constant Fractional Resolution set-
ting, press o or any key to exit.
o0.
5.
To recall your selected Fixed/Constant Fractional Resolution setting:
®/ (default settings)STD 0-1/16 INCH
24 — ITI SHEET METAL/HVAC PRO
ENTERING DIMENSIONS
Entering Linear Dimensions
When entering Feet-Inch-Fraction values, enter dimensions from
largest to smallest — e.g., Feet before Inches, Inches before
Fractions. Enter Fractions by entering the numerator (top), pressing
/ (Fraction bar key) and then the denominator (bottom).
Note: If a denominator is not entered, the fractional setting value is used.
Examples (press o after each one):
DIMENSIONKEYSTROKES
5Feet1-1/2Inch5f1i1/2
17.5 Meters17•5m
32 Millimeters32Çm
Entering Square/Cubic Dimensions
Your calculator lets you easily enter Square and Cubic values.
Simply press a dimensional unit key two times to label a number as
a Square value, or three times to label a Cubic value.
Note: If you pass the desired dimensional format, keep on pressing the dimensional
unit key until the desired result is displayed.
Enter Square and Cubic dimensions in the following order:
(1) Enter numerical value (e.g., 100).
(2) Press desired unit key (e.g., f) to label value as “linear.”
KEYSTROKEDISPLAY
oo0.
100f100
(3) Second consecutive press of unit key (e.g., f) labels value as
“Square.”
KEYSTROKEDISPLAY
oo0.
100ff100 SQ FEET
(4) Third consecutive press of unit key labels value as “Cubic.”
KEYSTROKEDISPLAY
oo0.
100fff100 CU FEET
Note: Feet-Inch format cannot be used to enter Square or Cubic values.
Çmmm— Cubic Millimeters
(e.g., 5Çmmmwill display 5. CU MM).
26 — ITI SHEET METAL/HVAC PRO
CONVERSIONS (LINEAR, AREA, VOLUME)
Linear Conversions
Convert 14 Feet to other dimensions:
KEYSTROKEDISPLAY
oo0.
14f14 FEET
Çi168 INCH
m*4.267 M
Çm(mm)4267.2 MM
*Note: When performing multiple conversions, you only have to press the Ç key
once (except when accessing secondary functions (Millimeters), e.g., Çm).
Converting Feet-Inch-Fractions to Decimal Feet
Convert 15 Feet 9-1/2 Inches to Decimal Feet. Then convert back to
Feet-Inch-Fractions.
KEYSTROKEDISPLAY
oo0.
15f9i1/2
15 FEET 9-1/2 INCH
Çf15.79167 FEET
f15 FEET 9-1/2 INCH
Converting Decimal Feet to Feet-Inch-Fractions
Convert 17.32 Feet to Feet-Inch-Fractions.
KEYSTROKEDISPLAY
oo0.
17•32f17.32 FEET
Çf17 FEET 3-13/16 INCH
Converting Fractional Inches to Decimal Inches
Convert 8-1/8 Inches to Decimal Inches. Then convert to Decimal
Feet.
KEYSTROKEDISPLAY
oo0.
8i1/88-1/8 INCH
Çi8.125 INCH
f0.677083 FEET
USER’S GUIDE —27
Converting Decimal Inches to Fractional Inches
Convert 9.0625 Inches to Fractional Inches. Then convert to Decimal
Feet.
KEYSTROKEDISPLAY
oo0.
9•0625i9.0625
INCH
Çi9-1/16 INCH
ff0.755208 FEET
Square Conversions
Convert 14 Square Feet to other Square dimensions:
KEYSTROKEDISPLAY
oo0.
14ffÇi2016. SQ INCH
m1.300643 SQ M
Çm(mm)1300642.56* SQ MM
*For larger digit displays, the numerator section is utilized for decimal displays.
Cubic Conversions
Convert 14 Cubic Feet to other Cubic dimensions:
KEYSTROKEDISPLAY
oo0.
14fffÇi24192. CU INCH
m0.396436 CU M
28 — ITI SHEET METAL/HVAC PRO
PERFORMING BASIC MATH WITH DIMENSIONS
Adding Dimensions
KEYSTROKEDISPLAY
Add 11 Inches to 2 Feet 1 Inch:
11i+2f1i=3 FEET 0 INCH
Add 5 Feet 7-1/2 Inches to 18 Feet 8 Inches:
5f7i1/2+18f8i=
Subtracting Dimensions
KEYSTROKEDISPLAY
Subtract 3 Feet from 11 Feet 7-1/2 Inches:
11f7i1/2–3f=8
Subtract 32 Inches from 81 Inches:
81i–32i=49 INCH
Multiplying Dimensions
KEYSTROKEDISPLAY
Multiply 5 Feet 3 Inches by 11 Feet 6-1/2 Inches:
5f3ix11f6i1/2=
Multiply 2 Feet 7 Inches by 10:
2f7ix10=25 FEET 10 INCH
24 FEET 3-1/2 INCH
FEET 7-1/2 INCH
60.59375 SQ FEET
Dividing Dimensions
KEYSTROKEDISPLAY
Divide 30 Feet 4 Inches by 7 Inches:
30f4i÷7i=52.
Divide 20 Feet 3 Inches by 9:
20f3i÷9=2 FEET 3 INCH
USER’S GUIDE —29
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