What is factor (e^{10}+4)/(e^{10)-4} ?

The solution to factor (e^{10}+4)/(e^{10)-4} is (e^{10}+4)/((e^5+2)(e^5-2))

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factor (e^{10}+4)/(e^{10)-4}

factor

\frac{e ^{10} + 4}{e ^{10} - 4}

\frac{e ^{10} + 4}{( e ^{5} + 2 ) ( e ^{5} - 2 )}

Solution steps

\frac{e ^{10} + 4}{e ^{10} - 4}

Factor

e^{10} - 4 : (e^{5} + 2) (e^{5} - 2)

= \frac{e ^{10} + 4}{( e ^{5} + 2 ) ( e ^{5} - 2 )}

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

9 a^{6 m} - 16 b^{4 n}

(7 x^{2}) - 6

(5 a + 4) - (5 a + 3)^{'}

m r + n s + n r + m s

What is factor (e^{10}+4)/(e^{10)-4} ?
The solution to factor (e^{10}+4)/(e^{10)-4} is (e^{10}+4)/((e^5+2)(e^5-2))