Solve for z. 2.8-3.7 z=-7.93 Answer: z=

Move Constant Term: Which operation should be used to isolate z? In 2.8 - 3.7z = -7.93, we should first move the constant term 2.8 to the other side of the equation by subtracting 2.8 from both sides. Subtract 2.8 from both sides.Subtract to Isolate z: Perform the subtraction to isolate the term with z. 2.8 - 3.7z - 2.8 = -7.93 - 2.8 -3.7z = -7.93 - 2.8 Calculate -7.93 - 2.8. -3.7z = -10.73Divide by Coefficient: Which operation should be used to solve for z? In -3.7z = -10.73, we should divide both sides by the coefficient of z, which is -3.7. Divide by -3.7.Find Value of z: Find the value of z. -3.7z / -3.7 = -10.73 / -3.7 Calculate -10.73 / -3.7. z = 2.9

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Solve for
z.

2.8-3.7 z=-7.93
Answer:
z=

Solve for $z$ . $\newline$ $2.8-3.7 z=-7.93$ $\newline$ Answer: $z=$

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Algebra 1

Solve one-step linear equations

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Q. Solve for

z

\newline

2.8-3.7 z=-7.93

\newline

Answer:

z=

Move Constant Term: Which operation should be used to isolate $z$ ? $\newline$ In $2.8 - 3.7z = -7.93$ , we should first move the constant term $2.8$ to the other side of the equation by subtracting $2.8$ from both sides. $\newline$ Subtract $2.8$ from both sides.
Subtract to Isolate z: Perform the subtraction to isolate the term with z. $\newline$ $2.8 - 3.7z - 2.8 = -7.93 - 2.8$ $\newline$ $-3.7z = -7.93 - 2.8$ $\newline$ Calculate $-7.93 - 2.8$ . $\newline$ $-3.7z = -10.73$
Divide by Coefficient: Which operation should be used to solve for $z$ ? $\newline$ In $-3.7z = -10.73$ , we should divide both sides by the coefficient of $z$ , which is $-3.7$ . $\newline$ Divide by $-3.7$ .
Find Value of z: Find the value of $z$ .
$-3.7z / -3.7 = -10.73 / -3.7$
Calculate $-10.73 / -3.7$ .
$z = 2.9$