Find a value of n that satisfies the following: (a) is a square number (b) is a cubic number, A cubic number has the form a x a x a = a3

Question by taylor swift

27/03/2017 at 11:29

(a) $\dfrac{n}{3}$is a square number

(b) $\dfrac{n}{5}$is a cubic number, A cubic number has the form a x a x a = a³

Square Number

Phan Thanh Tinh Coordinator 27/03/2017 at 22:49

(a) Assume that the square number 16 = 4² is equal to$\dfrac{n}{3}$,so n = 48

(b) Assume that the cubic number 27 = 3³ is equal to$\dfrac{n}{5}$,so n = 135
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FA KAKALOTS 19/02/2018 at 20:50

(a) Assume that the square number 16 = 42 is equal ton3n3,so n = 48

(b) Assume that the cubic number 27 = 33 is equal ton5n5,so n = 135

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Indratreinpro 05/04/2017 at 13:11

(a) Assume that the square number 16 = 42 is equal ton3n3,so n = 48

(b) Assume that the cubic number 27 = 33 is equal ton5n5,so n = 135

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TRẦN MINH HOÀNG 02/04/2017 at 09:21

a) Assume that the square number 16 = 4² is equal to $\dfrac{n}{3}$, so n = 48

b) Assume that the cubic number 27 = 3³ is equal to$\dfrac{n}{5}$, so n = 135
Nếu bây giờ ngỏ ý . Liệu có còn kịp không 28/03/2017 at 12:30

a) Assume that the square number 16 = 42 is equal to $\frac{n}{3}$ ,so n = 48

(b) Assume that the cubic number 27 = 33 is equal to $\frac{n}{5}$ ,so n = 135