What is the answer to 52(10)+63a(16)+10101(2)=x(16) ?

The answer to 52(10)+63a(16)+10101(2)=x(16) is x=(504a+10361)/8

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52(10)+63a(16)+10101(2)=x(16)

52 (10) + 63 a (16) + 10101 (2) = x (16)

x = \frac{504 a + 10361}{8}

Solution steps

52 (10) + 63 a (16) + 10101 (2) = x (16)

Switch sides

x (16) = 52 (10) + 63 a (16) + 10101 (2)

Simplify

52 (10) + 63 a (16) + 10101 (2) : 1008 a + 20722

x (16) = 1008 a + 20722

Divide both sides by

16

x = \frac{504 a + 10361}{8}

a, a \cdot b = 121

x, (\frac{p}{q})^{1} - 3 x = (\frac{q}{p})^{\frac{1}{2}}

x, y \frac{0.1}{3} x + \frac{2}{3} y = 1

x, 6 x - \frac{y}{3} = \frac{5}{6}

2 \frac{x}{3} + \frac{42}{5} = \frac{311}{30}

What is the answer to 52(10)+63a(16)+10101(2)=x(16) ?
The answer to 52(10)+63a(16)+10101(2)=x(16) is x=(504a+10361)/8