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AIM: Using Formulas


                      Do Now



            Weekly Quiz #9




                               1
2
3
Anticipatory Set:

How have you seen formulas used in the real world?




                                                     4
Using Formulas- Formulas are equations that show the relationship
between quantities that are represented by variables.



  The formula to find the area of a rectangle is

                      Area = base • height




                                                                    5
Draw a sketch and use the formula to solve the following problems.

 1. The length of a rectangle is 4 and the width is 8. What is the
 area?




                                                                     6
2. The area of a rectangle is 48 and the length is 8. What is
the width?




                                                                7
3. The width of a rectangle is 9 and the area is 135. What is the
length?




                                                                    8
1  
        d = rt, where d = distance, r = rate,
        and t = time

If you travel at 4 feet per second for 138 second, what is the
distance traveled?




                                                                 9
2     d = rt, where d = distance, r = rate,
      and t = time


 If you traveled 612 miles in 12 hours, what was the speed?




                                                              10
Egg Density

Mass of egg = ____
Volume of Egg = ___

                            Density of
                            Water = 1 g/mL


    Will a soda can float in water?
             Soda Density




                                             11
3  

The formula for finding density of an object is             , where
d = density, m = mass, and v = volume.



What is the density of an object if the volume is 4 cm3 and the mass
is 64 grams?




                                                                       12
4  

The density of silver is about 11 g/cm3. What would the mass
of a silver sample be if the volume is 45cm3?




                                                               13
5    
You find the volume of a sample of copper to be 35 cm3. The
density of copper is about 9 g/cm3. What would the mass of your
sample?




                                                                  14
BEFORE YOU LEAVE



    14 ft




                           20 ft

1. Find the perimeter of the rectangle above

2. Write a formula to find the perimeter of any rectangle.
Combine any like terms to express the formula in simplest form.
Let P = Perimeter




                                                                  15
BEFORE YOU LEAVE

                     PART 2
3. What is the perimeter of a rectangle whose length is 16
inches and width is 2.5 inches? Use the formula.




4. What if the perimeter was 20 and the length was 3? Use
the formula.




                                                             16
Mr. Tjersland's Math 7




Homework: Homework Sheet




                                 17
AIM: Using Formulas


       d = rt, where d = distance, r = rate,
       and t = time

 If you travel at 4 feet per second for 138 second, what is the
 distance traveled?




 If you traveled 612 miles in 12 hours, what was the speed?




                                                                  18
AIM: Using Formulas

The formula for finding density of an object is             , where
d = density, m = mass, and v = volume.



What is the density of an object if the volume is 4 cm3 and the mass
is 64 grams?




  The density of silver is about 11 g/cm3. What would the mass
  of a silver sample be if the volume is 45cm3?




                                                                       19

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Day 4 formulas

  • 1. AIM: Using Formulas Do Now Weekly Quiz #9 1
  • 2. 2
  • 3. 3
  • 4. Anticipatory Set: How have you seen formulas used in the real world? 4
  • 5. Using Formulas- Formulas are equations that show the relationship between quantities that are represented by variables. The formula to find the area of a rectangle is Area = base • height 5
  • 6. Draw a sketch and use the formula to solve the following problems. 1. The length of a rectangle is 4 and the width is 8. What is the area? 6
  • 7. 2. The area of a rectangle is 48 and the length is 8. What is the width? 7
  • 8. 3. The width of a rectangle is 9 and the area is 135. What is the length? 8
  • 9. 1   d = rt, where d = distance, r = rate, and t = time If you travel at 4 feet per second for 138 second, what is the distance traveled? 9
  • 10. 2   d = rt, where d = distance, r = rate, and t = time If you traveled 612 miles in 12 hours, what was the speed? 10
  • 11. Egg Density Mass of egg = ____ Volume of Egg = ___ Density of Water = 1 g/mL Will a soda can float in water? Soda Density 11
  • 12. 3   The formula for finding density of an object is , where d = density, m = mass, and v = volume. What is the density of an object if the volume is 4 cm3 and the mass is 64 grams? 12
  • 13. 4   The density of silver is about 11 g/cm3. What would the mass of a silver sample be if the volume is 45cm3? 13
  • 14. 5   You find the volume of a sample of copper to be 35 cm3. The density of copper is about 9 g/cm3. What would the mass of your sample? 14
  • 15. BEFORE YOU LEAVE 14 ft 20 ft 1. Find the perimeter of the rectangle above 2. Write a formula to find the perimeter of any rectangle. Combine any like terms to express the formula in simplest form. Let P = Perimeter 15
  • 16. BEFORE YOU LEAVE PART 2 3. What is the perimeter of a rectangle whose length is 16 inches and width is 2.5 inches? Use the formula. 4. What if the perimeter was 20 and the length was 3? Use the formula. 16
  • 17. Mr. Tjersland's Math 7 Homework: Homework Sheet 17
  • 18. AIM: Using Formulas d = rt, where d = distance, r = rate, and t = time If you travel at 4 feet per second for 138 second, what is the distance traveled? If you traveled 612 miles in 12 hours, what was the speed? 18
  • 19. AIM: Using Formulas The formula for finding density of an object is , where d = density, m = mass, and v = volume. What is the density of an object if the volume is 4 cm3 and the mass is 64 grams? The density of silver is about 11 g/cm3. What would the mass of a silver sample be if the volume is 45cm3? 19