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Consider a rhombus with diagonals of lengths d1 and d2. What could be its area ?

Answer 3

Area of the rhombus = 1/2(d1 X d2)

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Given log x(ab) and log x(a/b) , how you will find log xa

Answer 2

log x(ab) can be written as log x(a) + log x(b) .... equation 1. log x(a/b) can be written as log x(a) - log x(b) ... equation 2.
Quick Answer Required ; Can you quickly tell the ratio of the volume of a cylinder of height h to that of another cylinder of unit height but with same radius.

Answer 4

Height h is the answer. Reason. Volume V1 of cylinder of height h and radius r, V1 = ∏r2h Volume V2 of another cylinder of unit height of same radius r, V2 = ∏r2 (by substituting 1 for h) Now answer is, V1/V2 = h