1

Problem

Find the additive inverse of \$(5/6)\$ and \$- 3/4)\$.

2

Step

Given fractions are

\$(5/6)\$ and \$3/4)\$

3

Formula

The additive inverse of a number is the value that, when added to the original number, yields zero: - a + a = 0.

4

Hint

To find the additive inverse of a fraction, simply change its sign.

5

Step

The additive inverse of

\$ 5/6 = - 5/6 \$

6

Step

For the number \$- 3/4\$, its additive inverse would be \$3/4\$, because:

\$ - 3/4 + 3/4 = 0 \$

7

Solution

Therefore, the additive inverses are \$ - 5/6 "and" 3/4 \$.

8

Sumup

Please Summarize Problem, Hint, Clue, Formula and Steps

Choices

9

Choice-A

This statement is incorrect as it fails to accurately identify the additive inverses of the fractions provided

Wrong \$(5/6)\$ and \$(4/3)\$

10

Choice-B

This is not correct because it doesn’t correctly identify the additive inverses of the given fractions

Wrong \$(6/5)\$ and \$(4/3)\$

11

Choice-C

This statement is inaccurate as it fails to properly recognize the additive inverses of provided fractions

Wrong \$-(6/5)\$ and \$-(4/3)\$

12

Choice-D

This is correct because it correctly identifies the additive inverses of the given fractions

Correct \$- (5/6)\$ and \$(3/4)\$

13

Step

Option

D

14

Sumup

Please Summarize Choices