What is the answer to 5^2(3^0+6^2x)= 2525/36 ?

The answer to 5^2(3^0+6^2x)= 2525/36 is x= 65/1296

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5^2(3^0+6^2x)= 2525/36

5^{2} (3^{0} + 6^{2} x) = \frac{2525}{36}

x = \frac{65}{1296}

Decimal Notation

x = 0.05015 \dots

Solution steps

5^{2} (3^{0} + 6^{2} x) = \frac{2525}{36}

Divide both sides by

25

1 + 36 x = \frac{101}{36}

Move

1

to the right side

36 x = \frac{65}{36}

Divide both sides by

36

x = \frac{65}{1296}

9 x = (6 mod 12)

x, \frac{x}{a} + \frac{y}{- a} = 1

x, 5 x - y = - 3 x^{1}

x, 4 x - 2 y - 10 = 0

a, 34 a + 1268 b = 364

What is the answer to 5^2(3^0+6^2x)= 2525/36 ?
The answer to 5^2(3^0+6^2x)= 2525/36 is x= 65/1296
Solve for x: 5^2(3^0+6^2x)= 2525/36
The solution is x= 65/1296