Fatimamalik
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From this 2010 thread:
C. Find the least positive integer m such that 22.35.7.11.m is a perfect square. Write the resulting product as a perfect square
For the same question there is a part c for which im confusedSuppose that in standard factored form a = p1^e1 * p2^e2 ...* pk^ek, where k is a positive integer; p1, p2,...,pk are prime numbers; and e1, e2,...,ek, are positive integers.
a) What is the standerd factored form for a^2?
I know the answer to this is p1^2*e1 * p2^2*e2... * pk^2*ek.
b) Find the least posivtive integer n such that 2^5 * 3 * 5^2 * 7^3 * n is a perfect square. Write the resulting product as a perfect square.
n = 42, 2^5 * 3 * 5^2 * 7^3 * n = 5880^2
The answer to this is in the back of the book....
C. Find the least positive integer m such that 22.35.7.11.m is a perfect square. Write the resulting product as a perfect square
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