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Popular >

expand (t-a)v(t'-a)

Solution

expand

(t - a) v (t^{'} - a)

Solution

v tt' - a v t - a v t' + a^{2} v

Solution steps

(t - a) v (t^{'} - a)

= v (t - a) (t^{^{'}} - a)

Expand

(t - a) (t^{'} - a) : t t^{'} - a t - a t^{'} + a^{2}

= v (t t^{'} - a t - a t^{'} + a^{2})

Expand

v (t t^{'} - a t - a t^{'} + a^{2}) : v t t^{'} - a v t - a v t^{'} + a^{2} v

= v t t^{'} - a v t - a v t^{'} + a^{2} v

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Frequently Asked Questions (FAQ)

What is expand (t-a)v(t'-a) ?
The solution to expand (t-a)v(t'-a) is vtt'-avt-avt'+a^2v