1.Which set of numbers are equivalent?

A. 3/2 0.32 32%
B. 12/5 36/15 2.4
C. 44% 44/100 4.4
D. 3/5 9/15 0.35

B

2. The box contains equivalent values
3 14/40, 335%, 335/100, 3.35, 3 70/200
Which number is equivalent to the values above?
A.67/20
B. 3.35%
C. 6 7/20
D. 335
A

Both your answers are right.

The number that is equivalent to the values provided is C. 6 7/20.

To identify the equivalent values, we need to compare the numbers in each set and look for patterns or relationships. Here's how we can determine the equivalent values:

1. For the first question:

- Set A: 3/2, 0.32, 32%
- Set B: 12/5, 36/15, 2.4
- Set C: 44%, 44/100, 4.4
- Set D: 3/5, 9/15, 0.35

To determine the equivalent set, we look for numbers that have the same value but may be expressed differently. So, we can see that Set C is equivalent because all the numbers have the value of 44%, 44/100, or 4.4. Therefore, the answer is C.

2. For the second question:

- Box values: 3 14/40, 335%, 335/100, 3.35, 3 70/200
- Option A: 67/20
- Option B: 3.35%
- Option C: 6 7/20
- Option D: 335

To find the equivalent number, we need to compare the options with the box values. From the given options, we can observe that Option C, which is 6 7/20, matches the box values. Therefore, the answer is C.