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Answered

which expressions are equivalent to the one below check all that apply 4^3 4^x

A4^3x
B64 4^x
C4^3-x
D(4* x)^3
E4^3+x

f. 16^3x

Verified Answer :

4^3 4^x = 64  4^x
4^3 4^x = 4^(3+x)

answer: b. 64 4^x and e. 4^(3+x)

abidemiokin

The result of the expression is \(4^{3+x}\)

Indices and function

Using the law of indices

  • \(a^m \times a^n = a^{m+n}\)

Applying this law to the given equation

\(= 4^3 * 4^x\\= 4^{3+x}\)

You can see that since the base is the same, the powers are added to have the equivalent expression.

The result of the expression is \(4^{3+x}\)

Laern more on law of indices here: https://brainly.com/question/10339517

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