What is expand derivative of Q(x,M,C,T)-(M*C)(x-T) ?

The solution to expand derivative of Q(x,M,C,T)-(M*C)(x-T) is derivative of Q(x,M,C,T)-xMC+MCT

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expand derivative of Q(x,M,C,T)-(M*C)(x-T)

expand

\frac{d}{d x} (Q (x, M, C, T)) - (M \cdot C) (x - T)

\frac{d}{d x} (Q (x, M, C, T)) - x MC + MCT

Solution steps

\frac{d}{d x} (Q (x, M, C, T)) - (MC) (x - T)

= \frac{d}{d x} (Q (,,, x MCT)) - (MC) (x - T)

Expand

- (MC) (x - T) : - x MC + MCT

= \frac{d}{d x} (Q (x, M, C, T)) - x MC + MCT

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What is expand derivative of Q(x,M,C,T)-(M*C)(x-T) ?
The solution to expand derivative of Q(x,M,C,T)-(M*C)(x-T) is derivative of Q(x,M,C,T)-xMC+MCT