6 Written Questions

1. No
2. bigger numbers that are created by mult smaller numbers
3. Change it to multiplication and use the reciprocal of the SECOND fraction
4. 4
5. Multiply the numerators
6. smaller numbers that mult to make bigger numbers

6 Multiple Choice Questions

1. Add them
   1. You are multiplying 2 fractions. You have a common denominator. What do you do to the denominator?
   2. You are adding 2 fractions. You have a common denominator. What do you do to the numerators?
   3. You are mult 2 fractions. You have a common denominator. What do you do to the numerators?
   4. You are adding 2 fractions. You have a common denominator. What do you do to the denominator?
2. Multiply the denom
   1. You are mult 2 fractions. You have a common denominator. What do you do to the numerators?
   2. You are adding 2 fractions. You have a common denominator. What do you do to the denominator?
   3. You are adding 2 fractions. You have a common denominator. What do you do to the numerators?
   4. You are multiplying 2 fractions. You have a common denominator. What do you do to the denominator?
3. an equal sign
   1. Do you cross multiply to solve this: ¾ x ½ ?
   2. Only cross multiply then there is....
   3. Only cross multiply when you "cross...
   4. multiples are...
4. bottom
   1. What is the common denom for ¾ and ½?
   2. Is the denominator the top or bottom of the fraction?
   3. The factors of 12 are...
   4. How do you get a common denom for ¾ and ½?
5. 12x1 = 12, 12 x 2 = 24,... (12, 24, 36, 48, 60...) (The numbers that 12 can become)
   1. What are the multiples of 12?
   2. The factors of 12 are...
   3. What is the common denom for ¾ and ½?
   4. multiples are...
6. the bridge" (equal sign)
   1. Only cross multiply when you "cross...
   2. Do you cross multiply to solve this: m/2 = ¼ ?
   3. Do you cross multiply to solve this: ¾ x ½ ?
   4. Only cross multiply then there is....

5 True/False Questions

1. The factors of 12 are... → smaller numbers that mult to make bigger numbers

   True        False

2. When you add or subtract fractions, you need... → 1x12, 4x3, 2x6 (1,2,3,4,6,12) the numbers that make 12

   True        False

3. How do you get a common denom for ¾ and ½? → 4

   True        False

4. Do you cross multiply to solve this: m/2 = ¼ ? → No

   True        False

5. You are adding 2 fractions. You have a common denominator. What do you do to the denominator? → Add them

   True        False