`5t-3=3t-5`

Solve the equation and check your result 5 t - 3 = 3 t - 5

(2-4t+5t^2)-(3t^2 + 2t -7) is equivalent to :

If the function y=f(x) is represented as x=phi(t)=t^5-5t^3-20 t+7 , y=psi(t)=4t^3-3t^2-18 t+3(|t|<2), then find the maximum and minimum values of y=f(x)dot

If the function y=f(x) is represented as x=phi(t)=t^5-5t^3-20 t+7 , y=psi(t)=4t^3-3t^2-18 t+3(|t|<2), then find the maximum and minimum values of y=f(x)dot

If the function y=f(x) is represented as x=phi(t)=t^5-5t^3-20 t+7 , y=psi(t)=4t^3-3t^2-18 t+3(|t|<2), then find the maximum and minimum values of y=f(x)dot

If 3(t-3) = 5(2t + 1) , then t = ?

Find the derivatives of the following function at any point of their domains : u= t^5/5-t^3/3+t .

If in G.P ., t_5:t_3=7:9 then t_9:t_5 is

Solve the following: (3t+5)/4-1=(4t-3)/5

Solve the following equations : 3 (t-3) = 5 (2t - 1)