Solve 501*502quadtext{(ii)}99^2

$$501 \times 502 \quad \text { (ii) } 99 ^ { 2 }$$

Evaluate

$$-2464971102$$

Solution Steps

Multiply 501 and 502i to get 251502i.

$$251502ii\times 99^{2}$$

Multiply 251502i and i to get -251502.

$$-251502\times 99^{2}$$

Calculate 99 to the power of 2 and get 9801.

$$-251502\times 9801$$

Multiply -251502 and 9801 to get -2464971102.

$$-2464971102$$

Real Part

$$-2464971102$$

Solution Steps

Multiply 501 and 502i to get 251502i.

$$Re(251502ii\times 99^{2})$$

Multiply 251502i and i to get -251502.

$$Re(-251502\times 99^{2})$$

Calculate 99 to the power of 2 and get 9801.

$$Re(-251502\times 9801)$$

Multiply -251502 and 9801 to get -2464971102.

$$Re(-2464971102)$$

The real part of -2464971102 is -2464971102.

$$-2464971102$$