What is the answer to sqrt(2g)+0.575=4.6056 ?

The answer to sqrt(2g)+0.575=4.6056 is g=(16.24573…)/2

Solve for g: sqrt(2g)+0.575=4.6056

The solution is g=(16.24573…)/2

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2 g + 0.575 = 4.6056

g = \frac{16.24573 \dots}{2}

Decimal Notation

g = 8.12286818

Solution steps

2 g + 0.575 = 4.6056

Move

0.575

to the right side

2 g = 4.0306

Square both sides:

2 g = 16.24573 \dots

2 g = 16.24573 \dots

Solve

2 g = 16.24573 \dots : g = \frac{16.24573 \dots}{2}

g = \frac{16.24573 \dots}{2}

Verify Solutions:

g = \frac{16.24573 \dots}{2}

True

The solution is

g = \frac{16.24573 \dots}{2}

t - 15 = t - 3

3 t + 3 = - 6

0 = x (x - 2)^{\frac{- 2}{3}}

x^{2} - 6 x + 9 = x - 3

0 = 4 x + 4 - 4

What is the answer to sqrt(2g)+0.575=4.6056 ?
The answer to sqrt(2g)+0.575=4.6056 is g=(16.24573…)/2
Solve for g: sqrt(2g)+0.575=4.6056
The solution is g=(16.24573…)/2