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We know that, if 7 = 2x then x = log2 7. Then what is the value of 2log2 7 ? Justify your answer. Generalise the above by taking some more examples for alogn N .a) 3log3 8b) 5log5 10 |
Answer» We know that if 7 = 2x then x = log2 7 We want to find the value of 2log2 7; Now put log2 7 = x in the given ∴ 2log2 7 = 2x =7 (given) ∴ 2log2 7 = 7 Thus aloga N = N a) If x = 3log3 8 then log3 x = log3 8 ⇒ x = 8 b) If y = 5log5 10 then log5 y = log5 10 ⇒ y = 10 |
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