What is factor e^{-t^2}+ye^{-t^2} ?

The solution to factor e^{-t^2}+ye^{-t^2} is e^{-t^2}(1+y)

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factor e^{-t^2}+ye^{-t^2}

factor

e^{- t^{2}} + y e^{- t^{2}}

e^{- t^{2}} (1 + y)

Solution steps

e^{- t^{2}} + y e^{- t^{2}}

Factor out common term

e^{- t^{2}}

= e^{- t^{2}} (1 + y)

3 a x^{2} - 5 x + a x - 3 x^{2}

c e^{- x} - c x e^{- x}

t - \frac{v}{c ^{2}} x

e^{(y - x^{2})}

4 \cdot (π)

What is factor e^{-t^2}+ye^{-t^2} ?
The solution to factor e^{-t^2}+ye^{-t^2} is e^{-t^2}(1+y)