The product of a real number and its square is 1728. What is the number? 1212√212√38
Question
The product of a real number and its square is 1728. What is the number? 1212√212√38
Solution
The question seems to be incomplete. However, if you're asking for the real number whose product with its square is 1728, you can find it by setting up the equation x * x^2 = 1728, which simplifies to x^3 = 1728.
To solve for x, you take the cube root of both sides. The cube root of 1728 is 12, so the real number you're looking for is 12.
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square root of 2186 with full solution
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