Løs =500sec^2(tan^-1(1/2))(12pi)

$$= 500 \sec ^ { 2 } ( \tan ^ { - 1 } ( \frac { 1 } { 2 } ) ) ( 12 \pi )$$

Evaluer

$$-\frac{27073502754727794925877793193107\pi }{781250000000000000000000000}\approx -108869,014222331$$

Løsningstrinn

Evaluate trigonometric functions in the problem

$$500 \cdot -2,4032645688053704 ^ {2} {(12 \pi)}$$

Regn ut 2,4032645688053704 opphøyd i 2 og få 5,77568058767526291752059588119616.

$$500\left(-5,77568058767526291752059588119616\right)\times 12\pi$$

Multipliser 500 med -5,77568058767526291752059588119616 for å få -2887,84029383763145876029794059808.

$$-2887,84029383763145876029794059808\times 12\pi$$

Multipliser -2887,84029383763145876029794059808 med 12 for å få -34654,08352605157750512357528717696.

$$-34654,08352605157750512357528717696\pi$$