Solve 5m^3*11*1063kw/m^3*k*20k

$$5 m ^ { 3 } \cdot 11 \cdot 1063 \frac { k w } { m ^ { 3 } \cdot k } \cdot 20 k$$

Evaluate

$$1169300kw$$

Solution Steps

Multiply 5 and 11 to get 55.

$$55m^{3}\times 1063\times \frac{kw}{m^{3}k}\times 20k$$

Multiply 55 and 1063 to get 58465.

$$58465m^{3}\times \frac{kw}{m^{3}k}\times 20k$$

Cancel out k in both numerator and denominator.

$$58465m^{3}\times \frac{w}{m^{3}}\times 20k$$

Multiply 58465 and 20 to get 1169300.

$$1169300m^{3}\times \frac{w}{m^{3}}k$$

Express 1169300\times \frac{w}{m^{3}} as a single fraction.

$$\frac{1169300w}{m^{3}}m^{3}k$$

Express \frac{1169300w}{m^{3}}k as a single fraction.

$$\frac{1169300wk}{m^{3}}m^{3}$$

Cancel out m^{3} and m^{3}.

$$1169300wk$$

Differentiate w.r.t. w

$$1169300k$$