What is factor u'(t)e^t+e^t2\H(t) ?

The solution to factor u'(t)e^t+e^t2\H(t) is e^t(u'(t)+2\H(t))

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factor u'(t)e^t+e^t2\H(t)

factor

u^{'} (t) e^{t} + e^{t} 2 H (t)

e^{t} (u' (t) + 2 H (t))

Solution steps

u^{'} (t) e^{t} + e^{t} \cdot 2 H (t)

Factor out common term

e^{t}

= e^{t} (u^{^{'}} (t) + 2 H (t))

arccos (4 - x^{2})

arccos (tanh (sin (1 - x^{2})))

9^{x} + 9 (3^{x}) + 14

(lo g_{2} (7)) - 1

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What is factor u'(t)e^t+e^t2\H(t) ?
The solution to factor u'(t)e^t+e^t2\H(t) is e^t(u'(t)+2\H(t))