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Write down a pair of integers whose:
sum is -13
difference is -12
e. sum is 0
d. difference is 10
e. sum is 23 with one number being negative.

$2$ . Write down a pair of integers whose: $\newline$ $2$ . sum is $-13$ $\newline$ $5$ . difference is $-12$ $\newline$ e. sum is $0$ $\newline$ d. difference is $10$ $\newline$ e. sum is $23$ with one number being negative.

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Math Problems

Algebra 1

Transformations of linear functions

Full solution

2

. Write down a pair of integers whose:

\newline

2

. sum is

-13

\newline

5

. difference is

-12

\newline

e. sum is

0

\newline

d. difference is

10

\newline

e. sum is

23

with one number being negative.

Combine equations to eliminate $y$ : Add equations ( $1$ ) and ( $2$ ) to eliminate $y$ .
$(1) + (2)$ gives us:
$x + y + x - y = -13 + (-12)$
$2x = -25$
$x = \frac{-25}{2}$
$x = -12.5$ , but we need integers, so there's a mistake.

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View all (24)

222. Write down a pair of integers whose:\newline222. sum is −13-13−13\newline555. difference is −12-12−12\newlinee. sum is 000\newlined. difference is 101010\newlinee. sum is 232323 with one number being negative.

$2$ . Write down a pair of integers whose: $\newline$ $2$ . sum is $-13$ $\newline$ $5$ . difference is $-12$ $\newline$ e. sum is $0$ $\newline$ d. difference is $10$ $\newline$ e. sum is $23$ with one number being negative.