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The expression 4^(x+1) can be rewritten as?
Practice Questions
Q1
The expression 4^(x+1) can be rewritten as?
2^(2x+2)
2^(x+1)
2^(x+2)
4^x
Questions & Step-by-Step Solutions
The expression 4^(x+1) can be rewritten as?
Steps
Concepts
Step 1: Start with the expression 4^(x+1).
Step 2: Recognize that 4 can be rewritten as 2^2, so replace 4 with 2^2: (2^2)^(x+1).
Step 3: Use the power of a power rule, which says (a^m)^n = a^(m*n). Here, apply it: (2^2)^(x+1) becomes 2^(2*(x+1)).
Step 4: Simplify the exponent 2*(x+1) to get 2x + 2: 2^(2x+2).
No concepts available.
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