# Solve for x, 8x^{2} + 64x = 0

**Solution:**

In the given equation:

8x^{2} + 64x = 0.

We will use the zero product rule to solve the equation.

**Step 1:** Take out the common factors.

⇒ 8x (x + 8) = 0

As we can see that the product of 8x and (x + 8) is equal to zero.

Therefore,

the zero product rule says that the product of factors is zero if and only one or more factors is zero.

**Step 2:** Consider both the factors equal to zero.

⇒ 8x = 0, we get x = 0

⇒ and x + 8 = 0,

we get x = - 8

Hence, the values of x which satisfies the equation 8x^{2} + 64x = 0 are x = 0 and - 8.

## Solve for x, 8x^{2} + 64x = 0

**Summary:**

The equation 8x^{2}+ 64x = 0 has two solutions x = 0, and - 8.

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