What is the answer to sqrt(4-2v)-sqrt(1-9v)=1 ?

The answer to sqrt(4-2v)-sqrt(1-9v)=1 is v=0

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sqrt(4-2v)-sqrt(1-9v)=1

4 - 2 v - 1 - 9 v = 1

v = 0

Solution steps

4 - 2 v - 1 - 9 v = 1

Remove square roots

49 v^{2} + 28 v + 4 = 4 - 36 v

Solve

49 v^{2} + 28 v + 4 = 4 - 36 v : v = 0, v = - \frac{64}{49}

v = 0, v = - \frac{64}{49}

Verify Solutions:

v = 0

True

, v = - \frac{64}{49}

False

The solution is

v = 0

(1 + x)^{15.6} = 2

a, ma - N = r

22 = 4 x

m + 2 = m + 12

What is the answer to sqrt(4-2v)-sqrt(1-9v)=1 ?
The answer to sqrt(4-2v)-sqrt(1-9v)=1 is v=0
Solve for v: sqrt(4-2v)-sqrt(1-9v)=1
The solution is v=0