P & C

only one value will exist which is

x=2²³⁴⁵

wrong dude...we can combine these terms in diff ways(un conventionally)

heres eg

2^(ab)cd
or 2^a(bc)d

many other will exist.......try it..

how come 2³=2X3 ????

how can we combine them

[5][5][5][5][5][5][5][5][5]`

we can do that in the powers....

and i wrote the word unconventionally.......

u mean to say that

2³²=2⁶=64

but what i know is

2³²=2⁹=512

sorry if i am wasting ur time
but this is all i know

i think i may better not try this 1

ya thats what i want to say.......by rearranging the powers we get diff answers........

thats why my heading is P&C.......

it is similar to arranging 4 students on 4 seats...where they have likes and dislikes to be paired in group of 2 ,3 or 4 even....

but according to u which one is correct
2³²=2⁶=64

or

2³²=2⁹=512??????

i agree with manipal

oh my god............
i simply dont understand why u dont understand..[3][3]

the question is asking u to find number of ways of grouping a,b,c,d

what is wrong with this 1
Eureka post what r u trying to say

the answer to #1 is

2²³⁴⁵