Solve 0.45text{(c)}0.19text{(d)}9.66text{(c)}0.92text{(f)}0.57

$$0.45 \text { (c) } 0.19 \text { (d) } 9.66 \text { (c) } 0.92 \text { (f) } 0.57$$

Evaluate

$$\frac{108279423dfc^{2}}{250000000}$$

Solution Steps

Multiply c and c to get c^{2}.

$$0.45c^{2}\times 0.19d\times 9.66\times 0.92f\times 0.57$$

Multiply 0.45 and 0.19 to get 0.0855.

$$0.0855c^{2}d\times 9.66\times 0.92f\times 0.57$$

Multiply 0.0855 and 9.66 to get 0.82593.

$$0.82593c^{2}d\times 0.92f\times 0.57$$

Multiply 0.82593 and 0.92 to get 0.7598556.

$$0.7598556c^{2}df\times 0.57$$

Multiply 0.7598556 and 0.57 to get 0.433117692.

$$0.433117692c^{2}df$$

Differentiate w.r.t. d

$$\frac{108279423fc^{2}}{250000000}$$