This document contains instructions for solving various mathematical formulas by transforming them to solve for different variables. It provides examples of transforming formulas for area, perimeter, rate, distance, and temperature by solving for variables like length, rate, time, and Celsius. The goal is to practice transforming formulas to solve for the desired unknown variable.

1. 7.5 transforming formulas
January 20, 2014
Jan 20­9:20 AM
HW pg. 369 #3­16
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2. 7.5 transforming formulas
January 20, 2014
Solve the area formula A = lw for l.
Solve for s. p = s ­ c
Solve for p. I = prt
Mar 11­10:44 AM
HW pg. 369 #3­16
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3. 7.5 transforming formulas
January 20, 2014
Solve the perimeter formula P = 2l + 2w for l.
Solve for x. y = x + 8
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Mar 11­10:45 AM
HW pg. 369 #3­16
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4. 7.5 transforming formulas
January 20, 2014
You plan a 425 mi trip to Bryce Canyon National Park.
You estimate you will average 50 mi/h.
To find about how long the trip will take,
solve the distance formula d = rt for t.
Then substitute to find the time.
Mar 11­10:46 AM
HW pg. 369 #3­16
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5. 7.5 transforming formulas
January 20, 2014
An exchange student in your class wants to know
oF.
the Celsius equivalent of 77
First solve the formula F = 9/5C + 32 for C.
Then substitute to find the temperature.
Mar 11­10:47 AM
HW pg. 369 #3­16
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6. 7.5 transforming formulas
January 20, 2014
HW pg. 369 #3­16
Mar 11­10:48 AM
HW pg. 369 #3­16
6