Mathematics, 17.01.2022 03:20, jessie9772
2. (i) Express 2016 as the product of its prime factors.
(ii) Given that 2016/m = n², where m and n are whole numbers and n is as large as possible, find the value of m and of n.
(iii) Find the smallest whole number h such that 2016/h is a cube number.
Answers: 2
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2. (i) Express 2016 as the product of its prime factors.
(ii) Given that 2016/m = n², where m and...
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