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RATIOS
                  7. RP. 1 AND 2a, 2b

Objective: Explain Ratio, Part to Part, Part to Whole, and
               solve for a ratio problem.
START UP:

There are 21 people in the classroom. There are 2
girls for every 3 people in the classroom. How
many girls are there? How many boys?
There are 20 people in the classroom. There are 2
girls for every 3 boy in the classroom. How many
girls are there? How many boys?
NOTES:
A ratio is a relationship between two quantities. A
ratio can be written as A:B, A/B or by the phrase
“A to B”.
Per (mph, $/item, grade/class, )
This can be part to whole or Part to Part. (P/W or
P/P)
Looks like a Fraction (but not always!) only in Part
to whole
PART TO WHOLE RELATIONSHIP
There are men and woman in a meeting. If the ratio of
woman to people in a room is 3 to 5 and there are 40
people in the room, how many women are in the room?


  Part to whole: woman to people
  3:5 is 3 woman: 5 people OR
  3/5 is 3 woman/5 people (this CAN be thought of as
  a fraction because it is a part to whole relationship)
PART TO WHOLE RELATIONSHIP
Part to whole: woman to people
3:5 is 3 woman: 5 people OR
3/5 is 3 woman/5 people (this CAN be thought of as
a fraction because it is a part to whole relationship)
            WOMEN        PEOPLE        MEN
              3             5
              6            10
              9            15




                 Finish this chart
PART TO WHOLE RELATIONSHIP
     WOMEN   PEOPLE   MEN

       3       5       2

       6       10      4

       9       15      6

      12       20

      15       25

      18       30

      21       35

      24       40
PART TO PART RELATIONSHIP
There are men and woman in a meeting. If the ratio of
woman to MEN in a room is 3 to 5 and there are 40
people in the room, how many women are in the room?

Part to part: men to woman
3:5 is 3 woman to 5 men OR
3/5 is 3 woman to 5 men (this CANNOT be thought
of as a fraction because it is a part to part relationship)
PART TO PART RELATIONSHIP
Part to part: men to woman
3:5 is 3 woman to 5 men OR
3/5 is 3 woman to 5 men (this CANNOT be thought
of as a fraction because it is a part to part relationship)

            WOMEN         PEOPLE         MEN
              3                           5
              6                           10
              9                           15



                   Finish this chart
PART TO PART RELATIONSHIP
             WOMEN       PEOPLE       MEN

                3          8           5

                6                      10

                9                      15

               12                      20

               15                      25



If the ratio of woman to MEN in a room is 3 to 5 and
there are 40 people in the room, how many women are in
the room?
Explain your understanding
What a ratio and what does “per” and
“for every” mean?
What is the difference between P/P and
P/W
There are 7 girls for every 8 boys in the
grade. If there are 135 kids in the grade,
how many boys and girls are there?

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Ratios part/part and part/whole

  • 1. RATIOS 7. RP. 1 AND 2a, 2b Objective: Explain Ratio, Part to Part, Part to Whole, and solve for a ratio problem.
  • 2. START UP: There are 21 people in the classroom. There are 2 girls for every 3 people in the classroom. How many girls are there? How many boys? There are 20 people in the classroom. There are 2 girls for every 3 boy in the classroom. How many girls are there? How many boys?
  • 3. NOTES: A ratio is a relationship between two quantities. A ratio can be written as A:B, A/B or by the phrase “A to B”. Per (mph, $/item, grade/class, ) This can be part to whole or Part to Part. (P/W or P/P) Looks like a Fraction (but not always!) only in Part to whole
  • 4. PART TO WHOLE RELATIONSHIP There are men and woman in a meeting. If the ratio of woman to people in a room is 3 to 5 and there are 40 people in the room, how many women are in the room? Part to whole: woman to people 3:5 is 3 woman: 5 people OR 3/5 is 3 woman/5 people (this CAN be thought of as a fraction because it is a part to whole relationship)
  • 5. PART TO WHOLE RELATIONSHIP Part to whole: woman to people 3:5 is 3 woman: 5 people OR 3/5 is 3 woman/5 people (this CAN be thought of as a fraction because it is a part to whole relationship) WOMEN PEOPLE MEN 3 5 6 10 9 15 Finish this chart
  • 6. PART TO WHOLE RELATIONSHIP WOMEN PEOPLE MEN 3 5 2 6 10 4 9 15 6 12 20 15 25 18 30 21 35 24 40
  • 7. PART TO PART RELATIONSHIP There are men and woman in a meeting. If the ratio of woman to MEN in a room is 3 to 5 and there are 40 people in the room, how many women are in the room? Part to part: men to woman 3:5 is 3 woman to 5 men OR 3/5 is 3 woman to 5 men (this CANNOT be thought of as a fraction because it is a part to part relationship)
  • 8. PART TO PART RELATIONSHIP Part to part: men to woman 3:5 is 3 woman to 5 men OR 3/5 is 3 woman to 5 men (this CANNOT be thought of as a fraction because it is a part to part relationship) WOMEN PEOPLE MEN 3 5 6 10 9 15 Finish this chart
  • 9. PART TO PART RELATIONSHIP WOMEN PEOPLE MEN 3 8 5 6 10 9 15 12 20 15 25 If the ratio of woman to MEN in a room is 3 to 5 and there are 40 people in the room, how many women are in the room?
  • 10. Explain your understanding What a ratio and what does “per” and “for every” mean? What is the difference between P/P and P/W There are 7 girls for every 8 boys in the grade. If there are 135 kids in the grade, how many boys and girls are there?

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