To evaluate the expression without using tables and calculators, we will simplify the numerator and the denominator first, then the fraction, and finally find the cube root.
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ScanSolve AI Answer
To evaluate the expression without using tables and calculators, we will simplify the numerator and the denominator first, then the fraction, and finally find the cube root.
The expression is:
$$ \sqrt[3]{\frac{0.032 + 0.0608}{1.28 \times 0.4}} $$
Step 1: Calculate the sum in the numerator.
$$ 0.032 + 0.0608 = 0.0928 $$
Step 2: Calculate the product in the denominator.
$$ 1.28 \times 0.4 $$
Multiply the numbers as if they were integers: $128 \times 4 = 512$.
Count the total number of
