What is the answer to 7606=sqrt(5520^2+q^2) ?

The answer to 7606=sqrt(5520^2+q^2) is q=2sqrt(6845209),q=-2sqrt(6845209)

Solve for q: 7606=sqrt(5520^2+q^2)

The solution is q=2sqrt(6845209),q=-2sqrt(6845209)

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7606 = 552 0^{2} + q^{2}

q = 26845209, q = - 26845209

Decimal Notation

q = 5232.67006 \dots, q = - 5232.67006 \dots

Solution steps

7606 = 552 0^{2} + q^{2}

Square both sides:

57851236 = 30470400 + q^{2}

57851236 = 30470400 + q^{2}

Solve

57851236 = 30470400 + q^{2} : q = 26845209, q = - 26845209

q = 26845209, q = - 26845209

Verify Solutions:

q = 26845209

True

, q = - 26845209

True

The solutions are

q = 26845209, q = - 26845209

y, x = y^{\frac{1}{2}}

x^{2} + 3 x + 13 = x - 1

- 6^{2} + 0^{2} = x^{2}

6 - x + x = 0

x - 3 = x - 3

What is the answer to 7606=sqrt(5520^2+q^2) ?
The answer to 7606=sqrt(5520^2+q^2) is q=2sqrt(6845209),q=-2sqrt(6845209)
Solve for q: 7606=sqrt(5520^2+q^2)
The solution is q=2sqrt(6845209),q=-2sqrt(6845209)