Find the value of x, exponent and radical chapter
Attachments:
Answers
Answered by
3
Hi ,
8^255 = ( 32 )^x
( 2³ )^255 = ( 2^5 )^x
2^ ( 3 × 255 ) = 2^5x
If a^m = a^n then m = n
3 × 255 = 5x
( 3 × 255 ) / 5 = x
3 × 51 = x
153 = x
x = 153
I hope this helps you.
:)
8^255 = ( 32 )^x
( 2³ )^255 = ( 2^5 )^x
2^ ( 3 × 255 ) = 2^5x
If a^m = a^n then m = n
3 × 255 = 5x
( 3 × 255 ) / 5 = x
3 × 51 = x
153 = x
x = 153
I hope this helps you.
:)
priyanshu61:
thanks
Answered by
0
The answer to this question might be 765/4
convert 8 in the form of 2^3 and 32 in the form 2^4.
Now (2)^(3)^(255)=2^765.
and 2^4x
but they are equal
therefore on comparing
765=4x
x=765/4
convert 8 in the form of 2^3 and 32 in the form 2^4.
Now (2)^(3)^(255)=2^765.
and 2^4x
but they are equal
therefore on comparing
765=4x
x=765/4
Similar questions