The sum of all integral values of \(x\) satisfying the equation \(2 \log _8(2 x)+\log _8\left(x^2...

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Find the sum of all integral values of \( x \) satisfying \( \left(... Find the sum of all integral values of \( x \) satisfying \( \left(...
Solving Log Equation Solving Log Equation
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If x is an integer satisfying x^(2)-6x+5 le 0 and x^(2)-2x gt 0, then the number of possible val... If x is an integer satisfying x^(2)-6x+5 le 0 and x^(2)-2x gt 0, then the number of possible val...
JEE Advanced 2016 Math Paper 1 (Q 3) solution | IIT JEE Maths| #jeeadvanced2016 #projecteducation JEE Advanced 2016 Math Paper 1 (Q 3) solution | IIT JEE Maths| #jeeadvanced2016 #projecteducation
IF `x=198!` then value of the expression `1/(log_2x)+1/(log_3x)+...+1/(log_198 x)` equals IF `x=198!` then value of the expression `1/(log_2x)+1/(log_3x)+...+1/(log_198 x)` equals
`log_(3/4)log_8(x^2+7)+log_(1/2)log_(1/4)(x^2+7)^(-1)=-2` `log_(3/4)log_8(x^2+7)+log_(1/2)log_(1/4)(x^2+7)^(-1)=-2`
The correct graph of y = ` x^(log_x(x^2))` The correct graph of y = ` x^(log_x(x^2))`