Solve for w. 4=0.25(w-4.3)

Isolate w: Which operation should be used to isolate w? In 4 = 0.25(w - 4.3), we should first divide both sides by the coefficient of the parenthesis, which is 0.25. Divide by 0.25Divide by 0.25: 4 / 0.25 = w - 4.3 Find the value of the left side of the equation. 4 / 0.25 = 16 16 = w - 4.3Find left side value: Which operation should be used to solve for w? In 16 = w - 4.3, we should add 4.3 to both sides to isolate w. Add 4.3 to both sides.Solve for w: 16 + 4.3 = w Find the value of w. 16 + 4.3 = 20.3 w = 20.3

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Solve for $w$ . $\newline$ $4=0.25(w-4.3)$

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Algebra 1

Solve one-step linear equations

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Q. Solve for

w

\newline

4=0.25(w-4.3)

Isolate w: Which operation should be used to isolate w? $\newline$ In $4 = 0.25(w - 4.3)$ , we should first divide both sides by the coefficient of the parenthesis, which is $0.25$ . $\newline$ Divide by $0.25$
Divide by $0$ . $25$ : $4 / 0.25 = w - 4.3$ $\newline$ Find the value of the left side of the equation. $\newline$ $4 / 0.25 = 16$ $\newline$ $16 = w - 4.3$
Find left side value: Which operation should be used to solve for $w$ ? $\newline$ In $16 = w - 4.3$ , we should add $4.3$ to both sides to isolate $w$ . $\newline$ Add $4.3$ to both sides.
Solve for $w$ : $16 + 4.3 = w$ $\newline$ Find the value of $w$ . $\newline$ $16 + 4.3 = 20.3$ $\newline$ $w = 20.3$