If -x-10y=9 is a true equation, what would be the value of -10y-x ? Answer:

Identify Given Equation: Identify the given equation and the expression we need to find the value of. Given equation: -x - 10y = 9 Expression to find: -10y - xRearrange Terms: Notice that the expression we need to find the value of is just a rearrangement of the terms in the given equation. Rearrange the terms in the given equation to match the expression we need to find. -x - 10y = 9 can be rewritten as -10y - x = 9Find Value: Since the rearranged expression is equivalent to the given equation, the value of the expression will be the same as the value of the given equation. Therefore, the value of -10y - x is 9.

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If
-x-10y=9 is a true equation, what would be the value of
-10y-x ?
Answer:

If $-\mathbf{x}-\mathbf{1 0 y}=\mathbf{9}$ is a true equation, what would be the value of $-\mathbf{1 0 y}-\mathbf{x}$ ? $\newline$ Answer:

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Math Problems

Grade 6

Opposites of rational numbers

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Q. If

-\mathbf{x}-\mathbf{1 0 y}=\mathbf{9}

is a true equation, what would be the value of

-\mathbf{1 0 y}-\mathbf{x}

\newline

Answer:

Identify Given Equation: Identify the given equation and the expression we need to find the value of. $\newline$ Given equation: $-x - 10y = 9$ $\newline$ Expression to find: $-10y - x$
Rearrange Terms: Notice that the expression we need to find the value of is just a rearrangement of the terms in the given equation. $\newline$ Rearrange the terms in the given equation to match the expression we need to find. $\newline$ $-x - 10y = 9$ can be rewritten as $-10y - x = 9$
Find Value: Since the rearranged expression is equivalent to the given equation, the value of the expression will be the same as the value of the given equation. $\newline$ Therefore, the value of $-10y - x$ is $9$ .