What is factor 1-v^2+sqrt(1-v^2) ?

The solution to factor 1-v^2+sqrt(1-v^2) is 1-v^2+sqrt(-(v+1)(v-1))

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factor 1-v^2+sqrt(1-v^2)

factor

1 - v^{2} + 1 - v^{2}

1 - v^{2} + - (v + 1) (v - 1)

Solution steps

1 - v^{2} + 1 - v^{2}

Factor

- v^{2} + 1 : - (v + 1) (v - 1)

= 1 - v^{2} + - (v + 1) (v - 1)

2 x - (3 - x)^{- 1}

2 x y - 5 yz - 4 x + 10 z

3 ab - 6 cc - a^{2} b + a c

3.1

126108 + 559083

What is factor 1-v^2+sqrt(1-v^2) ?
The solution to factor 1-v^2+sqrt(1-v^2) is 1-v^2+sqrt(-(v+1)(v-1))