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A^2 = 64/225 choose all answers that apply

User Grasper
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1 Answer

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To solve the equation a^2 = 64/225, we take the square root of both sides, which results in two possible values for a: 8/15 or -8/15, since squaring either value will result in 64/225.

The question requires solving for the variable a when given that a2 is equal to 64/225. This is a mathematical problem that involves understanding integers and powers.

To find the values of a, we take the square root of both sides of the equation:

√(a2) = √(64/225)

a = ±8/15

Therefore, a can be either 8/15 or -8/15 since both of these values, when squared, will give the fraction 64/225.

The question probable may be:

What are the solutions for the variable "a" in the equation
\( a^2 = (64)/(225) \) ?

User Rmac
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