Question

The product a^(logb-logc) *b^(logc-loga)*c(loga-logb) equals?

Answer 1

@saifoo.khan @satellite73 @glgan1 @guykubpom @ajprincess

Answer 2

@FoolForMath

Answer 3

ummm use the property that a^logb = b^loga
then the answer will become 1 :)

Answer 4

s the answer is 1 plzz can u show it.....

Answer 5

is that c^(loga-logb) ??

Answer 6

a^logb = b^loga then it will disappear by b^(-loga)
do like this 3 times :))

Answer 7

@ujjwal @dumbcow @dpaInc @Diyadiya @ash2326 @kelly_01 @ArchiePhysics @eSpeX @experimentX plzz help

Answer 8

use the technique mentioned above to simplify things ...
\[ \huge a^{\log b} = b^{ \log a}\]