Find the numerical equivalent of 7 to the 2nd power times 7 to the 3rd power
To find the numerical equivalent of 7 to the 2nd power times 7 to the 3rd power, you need to multiply 7 raised to the 2nd power with 7 raised to the 3rd power.
7 to the 2nd power is calculated as 7 * 7 = 49.
7 to the 3rd power is calculated as 7 * 7 * 7 = 343.
To find the numerical equivalent, you need to multiply 49 with 343: 49 * 343 = 16,807.
Therefore, the numerical equivalent of 7 to the 2nd power times 7 to the 3rd power is 16,807.
To find the numerical value of 7 to the 2nd power times 7 to the 3rd power, we can simply multiply the two exponents.
7 to the 2nd power is equal to 7 multiplied by itself, which is 49.
7 to the 3rd power is equal to 7 multiplied by itself twice, which is 343.
Now, let's multiply these two values:
49 * 343 = 16,807
Therefore, the numerical equivalent of 7 to the 2nd power times 7 to the 3rd power is 16,807.