Solve 3981.21kN*0.6m/2.51*21m*22667*(1-0.3^2)*4.07

$$\frac { 3981.21 k N \times 0.6 m } { 2.51 \times 21 m \times 22667 } \times ( 1 - 0.3 ^ { 2 } ) \times 4.07$$

Evaluate

$$\frac{2106458211Nk}{284470850000}$$

Solution Steps

Cancel out m in both numerator and denominator.

$$\frac{0.6\times 3981.21Nk}{2.51\times 21\times 22667}\left(1-0.3^{2}\right)\times 4.07$$

Multiply 0.6 and 3981.21 to get 2388.726.

$$\frac{2388.726Nk}{2.51\times 21\times 22667}\left(1-0.3^{2}\right)\times 4.07$$

Multiply 2.51 and 21 to get 52.71.

$$\frac{2388.726Nk}{52.71\times 22667}\left(1-0.3^{2}\right)\times 4.07$$

Multiply 52.71 and 22667 to get 1194777.57.

$$\frac{2388.726Nk}{1194777.57}\left(1-0.3^{2}\right)\times 4.07$$

Divide 2388.726Nk by 1194777.57 to get \frac{398121}{199129595}Nk.

$$\frac{398121}{199129595}Nk\left(1-0.3^{2}\right)\times 4.07$$

Calculate 0.3 to the power of 2 and get 0.09.

$$\frac{398121}{199129595}Nk\left(1-0.09\right)\times 4.07$$

Subtract 0.09 from 1 to get 0.91.

$$\frac{398121}{199129595}Nk\times 0.91\times 4.07$$

Multiply \frac{398121}{199129595} and 0.91 to get \frac{5175573}{2844708500}.

$$\frac{5175573}{2844708500}Nk\times 4.07$$

Multiply \frac{5175573}{2844708500} and 4.07 to get \frac{2106458211}{284470850000}.

$$\frac{2106458211}{284470850000}Nk$$

Expand

$$\frac{2106458211Nk}{284470850000}$$

Solution Steps

Cancel out m in both numerator and denominator.

$$\frac{0.6\times 3981.21Nk}{2.51\times 21\times 22667}\left(1-0.3^{2}\right)\times 4.07$$

Multiply 0.6 and 3981.21 to get 2388.726.

$$\frac{2388.726Nk}{2.51\times 21\times 22667}\left(1-0.3^{2}\right)\times 4.07$$

Multiply 2.51 and 21 to get 52.71.

$$\frac{2388.726Nk}{52.71\times 22667}\left(1-0.3^{2}\right)\times 4.07$$

Multiply 52.71 and 22667 to get 1194777.57.

$$\frac{2388.726Nk}{1194777.57}\left(1-0.3^{2}\right)\times 4.07$$

Divide 2388.726Nk by 1194777.57 to get \frac{398121}{199129595}Nk.

$$\frac{398121}{199129595}Nk\left(1-0.3^{2}\right)\times 4.07$$

Calculate 0.3 to the power of 2 and get 0.09.

$$\frac{398121}{199129595}Nk\left(1-0.09\right)\times 4.07$$

Subtract 0.09 from 1 to get 0.91.

$$\frac{398121}{199129595}Nk\times 0.91\times 4.07$$

Multiply \frac{398121}{199129595} and 0.91 to get \frac{5175573}{2844708500}.

$$\frac{5175573}{2844708500}Nk\times 4.07$$

Multiply \frac{5175573}{2844708500} and 4.07 to get \frac{2106458211}{284470850000}.

$$\frac{2106458211}{284470850000}Nk$$