Question

10. Explain how to find the sum of
9
7
+
100
10°

Answer 1

To find the sum of $\(9^7\)$ and $\(100^{10}\)$, let's break it down into detailed steps:

1. Calculate $\(9^7\)$:
- $\(9\)$ raised to the power of $\(7\)$ is calculated by multiplying $\(9\)$ by itself 7 times.
- This gives us:
$\[ 9^7 = 4782969 \]$

2. Calculate $\(100^{10}\)$:
- $\(100\)$ raised to the power of $\(10\)$ is calculated by multiplying $\(100\)$ by itself 10 times.
- This results in:
$\[ 100^{10} = 100000000000000000000 \]$

3. Sum the two calculated numbers:
- Now that we have the values, we sum them up:
$\[ 4782969 + 100000000000000000000 = 100000000000004782969 \]$

So, the sum of $\(9^7\)$ and $\(100^{10}\)$ is $\(100000000000004782969\)$.