Solve x=1left(1+144right)^30

$$x = 1 { \left(1+144 \right) }^{ 30 }$$

Solve for x

$$x=69348978290031778535147214519977073807288520969450473785400390625$$

Steps for Solving Linear Equation

Add 1 and 144 to get 145.

$$x=1\times 145^{30}$$

Calculate 145 to the power of 30 and get 69348978290031778535147214519977073807288520969450473785400390625.

$$x=1\times 69348978290031778535147214519977073807288520969450473785400390625$$

Multiply 1 and 69348978290031778535147214519977073807288520969450473785400390625 to get 69348978290031778535147214519977073807288520969450473785400390625.

$$x=69348978290031778535147214519977073807288520969450473785400390625$$

Assign x

$$x≔69348978290031778535147214519977073807288520969450473785400390625$$