Solve 0.0373(0.5*16.12*0.5*15.55+16.12*11.75*18.53)+1.06*16.12*7.5*tan(19.6)*pi*0.5x

$$0.0373 ( 0.5 \times 16.12 \times 0.5 \times 15.55 + 16.12 \times 11.75 \times 18.53 ) + 1.06 \times 16.12 \times 7.5 \times \tan ( 19.6 ) \cdot \pi \times 0.5 x$$

Evaluate

$$\frac{1140839668073848320669\pi x}{50000000000000000000}+133.25178074$$

Solution Steps

Evaluate trigonometric functions in the problem

$$0.0373 {(0.5 \cdot 16.12 \cdot 0.5 \cdot 15.55 + 16.12 \cdot 11.75 \cdot 18.53)} + 1.06 \cdot 16.12 \cdot 7.5 \cdot 0.35608398273135394 \cdot \pi \cdot 0.5 x$$

Multiply 0.5 and 16.12 to get 8.06.

$$0.0373\left(8.06\times 0.5\times 15.55+16.12\times 11.75\times 18.53\right)+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 8.06 and 0.5 to get 4.03.

$$0.0373\left(4.03\times 15.55+16.12\times 11.75\times 18.53\right)+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 4.03 and 15.55 to get 62.6665.

$$0.0373\left(62.6665+16.12\times 11.75\times 18.53\right)+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 16.12 and 11.75 to get 189.41.

$$0.0373\left(62.6665+189.41\times 18.53\right)+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 189.41 and 18.53 to get 3509.7673.

$$0.0373\left(62.6665+3509.7673\right)+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Add 62.6665 and 3509.7673 to get 3572.4338.

$$0.0373\times 3572.4338+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 0.0373 and 3572.4338 to get 133.25178074.

$$133.25178074+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 1.06 and 16.12 to get 17.0872.

$$133.25178074+17.0872\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 17.0872 and 7.5 to get 128.154.

$$133.25178074+128.154\times 0.35608398273135394\pi \times 0.5x$$

Multiply 128.154 and 0.35608398273135394 to get 45.63358672295393282676.

$$133.25178074+45.63358672295393282676\pi \times 0.5x$$

Multiply 45.63358672295393282676 and 0.5 to get 22.81679336147696641338.

$$133.25178074+22.81679336147696641338\pi x$$

Expand

$$\frac{1140839668073848320669\pi x}{50000000000000000000}+133.25178074$$

Solution Steps

Evaluate trigonometric functions in the problem

$$0.0373 {(0.5 \cdot 16.12 \cdot 0.5 \cdot 15.55 + 16.12 \cdot 11.75 \cdot 18.53)} + 1.06 \cdot 16.12 \cdot 7.5 \cdot 0.35608398273135394 \cdot \pi \cdot 0.5 x$$

Multiply 0.5 and 16.12 to get 8.06.

$$0.0373\left(8.06\times 0.5\times 15.55+16.12\times 11.75\times 18.53\right)+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 8.06 and 0.5 to get 4.03.

$$0.0373\left(4.03\times 15.55+16.12\times 11.75\times 18.53\right)+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 4.03 and 15.55 to get 62.6665.

$$0.0373\left(62.6665+16.12\times 11.75\times 18.53\right)+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 16.12 and 11.75 to get 189.41.

$$0.0373\left(62.6665+189.41\times 18.53\right)+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 189.41 and 18.53 to get 3509.7673.

$$0.0373\left(62.6665+3509.7673\right)+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Add 62.6665 and 3509.7673 to get 3572.4338.

$$0.0373\times 3572.4338+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 0.0373 and 3572.4338 to get 133.25178074.

$$133.25178074+1.06\times 16.12\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 1.06 and 16.12 to get 17.0872.

$$133.25178074+17.0872\times 7.5\times 0.35608398273135394\pi \times 0.5x$$

Multiply 17.0872 and 7.5 to get 128.154.

$$133.25178074+128.154\times 0.35608398273135394\pi \times 0.5x$$

Multiply 128.154 and 0.35608398273135394 to get 45.63358672295393282676.

$$133.25178074+45.63358672295393282676\pi \times 0.5x$$

Multiply 45.63358672295393282676 and 0.5 to get 22.81679336147696641338.

$$133.25178074+22.81679336147696641338\pi x$$