Which expression is equivalent to (2 superscript one-half baseline times 2 superscript three-fourths baseline) squared?
Which Expression Is Equivalent To (2 Superscript One-Half Baseline Times 2 Superscript Three-Fourths Baseline) Squared?
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Which Expression Is Equivalent To (2 Superscript One-Half Baseline Times 2 Superscript Three-Fourths Baseline) Squared?. Therefore, the correct answer is option b. The final result for the simplified expression is:.
Which expression is equivalent to StartFraction (3 m Superscript from brainly.in
Since we have the same base, we can add the exponents: The final result for the simplified expression is:. Therefore, the correct answer is option b.
The Final Result For The Simplified Expression Is:.
Therefore, the correct answer is option b. \ [ \sqrt {2^5} \] so, the correct choice is: Thus, the equivalent expression is:
Therefore, Option C Is The Correct Choice.
This is achieved by using properties of exponents to combine and then simplify the expression. (4^{5/4} \cdot 4^{1/4} = 4^{(5/4 + 1/4)} = 4^{6/4} = 4^{3/2}) next, [. **\ (\sqrt {2^5}\)** (which corresponds to \ ( \text {startroot} 2^ {5} \text {endroot} \)).
Since We Have The Same Base, We Can Add The Exponents:
Assuming the described expression is: First, combine the exponents in the numerator: Simplifying the fraction in the exponent:
To Find An Equivalent Expression, Let’s Simplify It Step By Step:
The final result of the expression is: (21/2×23/4)2, we can start by using.