which integral value of x satisfy the equation x^?=1
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Answered by
1
Answer:
-1 is the least integral value of x which satisfies the above equation,if we put x=-1
Then L.H.S.
=|-1–3|+2|-1+1|
=|-4|+2×|0|
=4+2×0
=4+0=4
Step-by-step explanation:
-1 is the least integral value of x which satisfies the above equation,if we put x=-1
Then L.H.S.
=|-1–3|+2|-1+1|
=|-4|+2×|0|
=4+2×0
=4+0=4
Answered by
0
x−1∣
(logx)
2
−logx
2
=∣x−1∣
3
For, x=1, the equation satisfies,
Also,
⇒(logx)
2
−2logx=3
⇒(logx)
2
−2logx−3=0
⇒(logx−3)(logx+1)=0
⇒logx=−1
⇒x=10
−1
And ⇒logx=3
⇒x=10
3
⇒x=1000
Therefore, sum of integral value of x is 1000+1=1001
(logx)
2
−logx
2
=∣x−1∣
3
For, x=1, the equation satisfies,
Also,
⇒(logx)
2
−2logx=3
⇒(logx)
2
−2logx−3=0
⇒(logx−3)(logx+1)=0
⇒logx=−1
⇒x=10
−1
And ⇒logx=3
⇒x=10
3
⇒x=1000
Therefore, sum of integral value of x is 1000+1=1001
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