Solve T_i^2 = (u_i - v_i) T_i

Evaluate

T_{i}^{2} = (u_{i} - v_{i}) T_{i}

Move the expression to the left side

T_{i}^{2} - (u_{i} - v_{i}) T_{i} = 0

Add or subtract both sides

T_{i}^{2} + (- u_{i} + v_{i}) T_{i} = 0

Expand the expression

T_{i}^{2} - u_{i} T_{i} + v_{i} T_{i} = 0

Factor the expression

More Steps

T_{i} (T_{i} - u_{i} + v_{i}) = 0

When the product of factors equals 0,at least one factor is 0

T_{i} = 0 T_{i} - u_{i} + v_{i} = 0

Solution

More Steps

T_{i} = 0 T_{i} = u_{i} - v_{i}

Solve the equation