The value of 1(216)−23+1(256)−34+1(32)−15is :
102
105
107
111
1(216)−23+1(256)−34+1(32)−15=1(63)−23+1(44)−34+1(25)−15=163×(−2)3+1(44)×(−3)4+1(25)×(−1)5=16−2+14−3+12−1=(62+43+21)=(36+64+2)=102.
Simplify 4(216)−2/3+1(256)−3/4+2(243)−1/5