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x to the power of 2006, divided by x2-1 leaves the remainder AT THE END????????? Pls explain!!!!!! [means if we keep on dividing it]
when x2006 is divided by x2-1 then for first time remainder is x2004 , on further division remainder is x2002 thenx2000 , x1998 , x1996 ......... .................x4 ,x2 now at the end we have only x2 now dividing this by x2-1 will give 1 as remainder...... if still u have confusion then ask
when x2006 is divided by x2-1 then
for first time remainder is x2004 ,
on further division remainder is x2002
thenx2000 , x1998 , x1996 ......... .................x4 ,x2
now at the end we have only x2 now dividing this by x2-1 will give
1 as remainder......
if still u have confusion then ask
remainder is 1................ think for x4,x6 you will find the result automatically.......... approve my answer......
remainder is 1................ think for x4,x6 you will find the result automatically..........
approve my answer......
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