(a) Given that P = (\(\frac{rk}{Q} - ms\))\(^{\frac{2}{3}}\)

(i) Make Q the subject of the relation;

(ii) find, correct to two decimal places, the value of Q when P = 3, m = 15, s = 0.2, k = 4 and r = 10.

(b) Given that \(\frac{x + 2y}{5}\) = x - 2y, find x : y

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B.Bio
1 year ago

please my school how does 3³/² equate to 5.1958. pls crosscheck your solution.

sammypad
1 year ago

how did they get 5.1954

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