1492 to the power of 1 plus 2

Answer 1

To calculate \( 1492 \) to the power of \( 1 + 2 \):

1. First, calculate \( 1 + 2 \): \[ 1 + 2 = 3 \]

2. Now, compute \( 1492^3 \): \[ 1492^3 = 1492 \times 1492 \times 1492 \]

Calculating \( 1492^3 \):

• First, calculate \( 1492^2 \): \[ 1492 \times 1492 = 2,224,864 \]

• Then multiply this result by \( 1492 \): \[ 2,224,864 \times 1492 = 3,313,658,368 \]

So, \( 1492^{1 + 2} = 1492^3 = 3,313,658,368 \).