Løs 12tan(38)tan(52)tan(60)tan(78)

$$12 \tan ( 38 ) \tan ( 52 ) \tan ( 60 ) \tan ( 78 )$$

Evaluer

$$\frac{352847258210883786591799245148179210449125305093\sqrt{3}}{6250000000000000000000000000000000000000000000}\approx 97,783900565$$

Løsningstrinn

Evaluate trigonometric functions in the problem

$$12 \cdot 0,7812856265067173 \cdot 1,2799416321930788 \tan(60) 4,704630109478451$$

Multipliser 0,7812856265067173 med 1,2799416321930788 for å få 0,99999999999999989114779876822324.

$$0,99999999999999989114779876822324\times 4,704630109478451\times 12\tan(60)$$

Multipliser 0,99999999999999989114779876822324 med 4,704630109478451 for å få 4,70463010947845048789065660197572280598833740124.

$$4,70463010947845048789065660197572280598833740124\times 12\tan(60)$$

Multipliser 4,70463010947845048789065660197572280598833740124 med 12 for å få 56,45556131374140585468787922370867367186004881488.

$$56,45556131374140585468787922370867367186004881488\tan(60)$$

Få verdien av \tan(60) fra tabellen for trigonometriske verdier.

$$56,45556131374140585468787922370867367186004881488\sqrt{3}$$