subtract 38 from 22 raised to the 7th power then multiply by 2

Question

in equation

Answer 1

To express the operation you described as an equation, we can break it down step by step.

1. Calculate \(22\) raised to the \(7\)th power: \(22^7\).
2. Subtract \(38\) from that result: \(22^7 - 38\).
3. Multiply the result by \(2\): \(2 \times (22^7 - 38)\).

Putting it all together, the equation looks like this:

\[ y = 2 \times (22^7 - 38) \]

If you want to compute the value, you can follow through the calculations:

1. Calculate \(22^7\).
2. Subtract \(38\) from it.
3. Finally, multiply by \(2\).

Let's calculate it:

1. \(22^7 = 1804229312\).
2. \(1804229312 - 38 = 1804229274\).
3. \(2 \times 1804229274 = 3608458548\).

So the final answer is:

\[ y = 3608458548 \]