convert √5 and 3√7 into surds of same but smallest order
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In case of equiradical surds (i.e., surds of the same order) n√a and n√b, we have ... Therefore, ∛7 = 71/3 = 74/12/ = 12√74 = 12√ 2401 and. ∜5 = 51/4 = 53/12 = 12√53 = 12√ 125
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