Solve for z. 30.1=3.1-(z)/( 0.1) Answer: z=

Isolate z: Which operation should be used to isolate z? In 30.1 = 3.1 - (z / 0.1), we should first add (z / 0.1) to both sides to isolate the term containing z. Add (z / 0.1) to both sides.Add to both sides: 30.1 + (z / 0.1) = 3.1 Now, subtract 3.1 from both sides to get z by itself. 30.1 - 3.1 = (z / 0.1)Subtract from both sides: Calculate the left side of the equation. 30.1 - 3.1 = 27 So, 27 = (z / 0.1)Calculate left side: Which operation should be used to solve for z? We should multiply both sides by 0.1 to solve for z. Multiply by 0.1 27 * 0.1 = zSolve for z: Calculate the value of z. 27 * 0.1 = 2.7 z = 2.7

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Solve for
z.

30.1=3.1-(z)/( 0.1)
Answer:
z=

Solve for $z$ . $\newline$ $30.1=3.1-\frac{z}{0.1}$ $\newline$ Answer: $z=$

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Math Problems

Algebra 1

Solve one-step linear equations

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Q. Solve for

z

\newline

30.1=3.1-\frac{z}{0.1}

\newline

Answer:

z=

Isolate $z$ : Which operation should be used to isolate $z$ ? $\newline$ In $30.1 = 3.1 - \left(\frac{z}{0.1}\right)$ , we should first add $\left(\frac{z}{0.1}\right)$ to both sides to isolate the term containing $z$ . $\newline$ Add $\left(\frac{z}{0.1}\right)$ to both sides.
Add to both sides: $30.1 + \left(\frac{z}{0.1}\right) = 3.1$ $\newline$ Now, subtract $3.1$ from both sides to get $z$ by itself. $\newline$ $30.1 - 3.1 = \left(\frac{z}{0.1}\right)$
Subtract from both sides: Calculate the left side of the equation. $\newline$ $30.1 - 3.1 = 27$ $\newline$ So, $27 = \frac{z}{0.1}$
Calculate left side: Which operation should be used to solve for $z$ ? $\newline$ We should multiply both sides by $0.1$ to solve for $z$ . $\newline$ Multiply by $0.1$ $\newline$ $27 \times 0.1 = z$
Solve for z: Calculate the value of z. $\newline$ $27 \times 0.1 = 2.7$ $\newline$ $z = 2.7$