2^x=16 ,find value of 'x'
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This is a problem of indices chapter.
First of all we have to make both side 2 then we have to cancel it in order to find the calue of x.
Do, lets start
2^x=2⁴
Then 2 will be cancel on both side
So the value of x =4
x=4
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First of all we have to make both side 2 then we have to cancel it in order to find the calue of x.
Do, lets start
2^x=2⁴
Then 2 will be cancel on both side
So the value of x =4
x=4
Happy New year
If you like my answer mark it as a brainlist
Answered by
1
To find x,
Given: 2^x=16
Solution:
2^x = (2)^4. (as 2^4=16)
Now since the bases are same,
This we can compare the coefficients,
Thus on comparing the coefficients we get,
=> x = 4 (ans)
Hope it helped you.
Thank you and Happy New Year
Also pls do add it as brainliest.
Given: 2^x=16
Solution:
2^x = (2)^4. (as 2^4=16)
Now since the bases are same,
This we can compare the coefficients,
Thus on comparing the coefficients we get,
=> x = 4 (ans)
Hope it helped you.
Thank you and Happy New Year
Also pls do add it as brainliest.
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