Solve for c: 4c = 56.

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Multiple Choice

Solve for c: 4c = 56.

Explanation:
To solve the equation \(4c = 56\), you need to isolate the variable \(c\). You can do this by dividing both sides of the equation by 4. This step reverses the multiplication of \(c\) by 4. So, the calculation would look like this: \[ c = \frac{56}{4} \] When you perform the division, you find: \[ c = 14 \] This means that \(c\) equals 14. This is why 14 is the correct answer. It satisfies the original equation since if you substitute \(c\) back into the equation: \[ 4(14) = 56 \] which simplifies to \(56 = 56\), confirming the solution is accurate.

To solve the equation (4c = 56), you need to isolate the variable (c). You can do this by dividing both sides of the equation by 4. This step reverses the multiplication of (c) by 4.

So, the calculation would look like this:

[

c = \frac{56}{4}

]

When you perform the division, you find:

[

c = 14

]

This means that (c) equals 14. This is why 14 is the correct answer. It satisfies the original equation since if you substitute (c) back into the equation:

[

4(14) = 56

]

which simplifies to (56 = 56), confirming the solution is accurate.

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