Which expression has the same value as -46.6-(-4.1) ? 4.1-(-46.6) -46.6-4.1 4.1+46.6 -46.6+4.1

Rewrite and Calculate: Subtracting a negative number is the same as adding its positive counterpart. So, we can rewrite the original expression -46.6 - (-4.1) as -46.6 + 4.1. Calculation: -46.6 + 4.1 = -42.5Evaluate 4.1 - (-46.6): Now let's evaluate each of the provided expressions to see which one is equivalent to -42.5. First, let's evaluate 4.1 - (-46.6). Calculation: 4.1 - (-46.6) = 4.1 + 46.6 = 50.7 This is not equal to -42.5.Evaluate -46.6 - 4.1: Next, let's evaluate -46.6 - 4.1. Calculation: -46.6 - 4.1 = -50.7 This is not equal to -42.5.Evaluate 4.1 + 46.6: Now, let's evaluate 4.1 + 46.6. Calculation: 4.1 + 46.6 = 50.7 This is not equal to -42.5.Evaluate -46.6 + 4.1: Finally, let's evaluate -46.6 + 4.1. Calculation: -46.6 + 4.1 = -42.5 This is equal to the value of the original expression.

Home

Math Problems

Grade 8

Writing from expanded to exponent form

Full solution

Q. Which expression has the same value as

-46.6-(-4.1)

\newline

4.1-(-46.6)

\newline

-46.6-4.1

\newline

4.1+46.6

\newline

-46.6+4.1

Rewrite and Calculate: Subtracting a negative number is the same as adding its positive counterpart. So, we can rewrite the original expression $-46.6 - (-4.1)$ as $-46.6 + 4.1$ . $\newline$ Calculation: $-46.6 + 4.1 = -42.5$
Evaluate $4.1 - (-46.6)$ : Now let's evaluate each of the provided expressions to see which one is equivalent to $-42.5$ .

First, let's evaluate $4.1 - (-46.6)$ .
Calculation: $4.1 - (-46.6) = 4.1 + 46.6 = 50.7$
This is not equal to $-42.5$ .
Evaluate $-46.6 - 4.1$ : Next, let's evaluate $-46.6 - 4.1$ . $\newline$ Calculation: $-46.6 - 4.1 = -50.7$ $\newline$ This is not equal to $-42.5$ .
Evaluate $4.1 + 46.6$ : Now, let's evaluate $4.1 + 46.6$ . $\newline$ Calculation: $4.1 + 46.6 = 50.7$ $\newline$ This is not equal to $-42.5$ .
Evaluate $-46.6 + 4.1$ : Finally, let's evaluate $-46.6 + 4.1$ . $\newline$ Calculation: $-46.6 + 4.1 = -42.5$ $\newline$ This is equal to the value of the original expression.