Mister Exam

Lang:

Identical expressions
three *sqrt(x)/ two + three *log(x)/(two *x^ two) - three /(two *x^ two) = zero
3 multiply by square root of (x) divide by 2 plus 3 multiply by logarithm of (x) divide by (2 multiply by x squared ) minus 3 divide by (2 multiply by x squared ) equally 0
three multiply by square root of (x) divide by two plus three multiply by logarithm of (x) divide by (two multiply by x to the power of two) minus three divide by (two multiply by x to the power of two) equally zero
3*√(x)/2 + 3*log(x)/(2*x^2) - 3/(2*x^2) = 0
3*sqrt(x)/2 + 3*log(x)/(2*x2) - 3/(2*x2) = 0
3*sqrtx/2 + 3*logx/2*x2 - 3/2*x2 = 0
3*sqrt(x)/2 + 3*log(x)/(2*x²) - 3/(2*x²) = 0
3*sqrt(x)/2 + 3*log(x)/(2*x to the power of 2) - 3/(2*x to the power of 2) = 0
3sqrt(x)/2 + 3log(x)/(2x^2) - 3/(2x^2) = 0
3sqrt(x)/2 + 3log(x)/(2x2) - 3/(2x2) = 0
3sqrtx/2 + 3logx/2x2 - 3/2x2 = 0
3sqrtx/2 + 3logx/2x^2 - 3/2x^2 = 0
3*sqrt(x) divide by 2 + 3*log(x) divide by (2*x^2) - 3 divide by (2*x^2) = 0
Similar expressions
3*sqrt(x)/2 - 3*log(x)/(2*x^2) - 3/(2*x^2) = 0
3*sqrt(x)/2 + 3*log(x)/(2*x^2) + 3/(2*x^2) = 0

3sqrt(x)/2 + 3log(x)/(2x^2) - 3/(2x^2) = 0 equation

3*sqrt(x)/2 + 3*log(x)/(2*x^2) - 3/(2*x^2) = 0 equation