Solve for x: logx(25) = log5(x)

logx(25) = log5(x)2logx(5) = log5(x)2/log5(x) = log5(x)2 = (log5(x))^2sqrt(2) = log5(x)x = 5^sqrt(2)

Related Maths A Level answers

All answers ▸

A curve has parametric equations x = 1 - cos(t), y = sin(t)sin(2t) for 0 <= t <= pi. Find the coordinates where the curve meets the x-axis.


What is a stationary point and how do I find where they occur and distinguish between them?


Differentiate sin(x)cos(x) using the product rule.


Write cosx - 3sinx in the form Rcos(x + a)