Løs 4g^218-tan^212/1-tan^218tan^212

$$\frac { 4 g ^ { 2 } 18 - \tan ^ { 2 } 12 } { 1 - \tan ^ { 2 } 18 \tan ^ { 2 } 12 }$$

Evaluer

$$\frac{720000000000000000000000000000000000000000000000000000000000000000g^{2}-451802919089819081889258144884100000000000000000000000000000000}{9952301896717250077592004266505416316206783513766402078001736071}$$

Løsningstrinn

Evaluate trigonometric functions in the problem

$$\frac{4 g ^ {2} 18 - 0,2125565616700221 ^ {2}}{1 - 0,3249196962329063 ^ {2} 0,2125565616700221 ^ {2}}$$

Multipliser 4 med 18 for å få 72.

$$\frac{72g^{2}-0,2125565616700221^{2}}{1-0,3249196962329063^{2}\times 0,2125565616700221^{2}}$$

Regn ut 0,2125565616700221 opphøyd i 2 og få 0,04518029190898190818892581448841.

$$\frac{72g^{2}-0,04518029190898190818892581448841}{1-0,3249196962329063^{2}\times 0,2125565616700221^{2}}$$

Regn ut 0,3249196962329063 opphøyd i 2 og få 0,10557280900008410443921494457969.

$$\frac{72g^{2}-0,04518029190898190818892581448841}{1-0,10557280900008410443921494457969\times 0,2125565616700221^{2}}$$

Regn ut 0,2125565616700221 opphøyd i 2 og få 0,04518029190898190818892581448841.

$$\frac{72g^{2}-0,04518029190898190818892581448841}{1-0,10557280900008410443921494457969\times 0,04518029190898190818892581448841}$$

Multipliser 0,10557280900008410443921494457969 med 0,04518029190898190818892581448841 for å få 0,0047698103282749922407995733494583683793216486233597921998263929.

$$\frac{72g^{2}-0,04518029190898190818892581448841}{1-0,0047698103282749922407995733494583683793216486233597921998263929}$$

Trekk fra 0,0047698103282749922407995733494583683793216486233597921998263929 fra 1 for å få 0,9952301896717250077592004266505416316206783513766402078001736071.

$$\frac{72g^{2}-0,04518029190898190818892581448841}{0,9952301896717250077592004266505416316206783513766402078001736071}$$

Utvid

$$\frac{720000000000000000000000000000000000000000000000000000000000000000g^{2}-451802919089819081889258144884100000000000000000000000000000000}{9952301896717250077592004266505416316206783513766402078001736071}$$

Løsningstrinn

Evaluate trigonometric functions in the problem

$$\frac{4 g ^ {2} 18 - 0,2125565616700221 ^ {2}}{1 - 0,3249196962329063 ^ {2} 0,2125565616700221 ^ {2}}$$

Multipliser 4 med 18 for å få 72.

$$\frac{72g^{2}-0,2125565616700221^{2}}{1-0,3249196962329063^{2}\times 0,2125565616700221^{2}}$$

Regn ut 0,2125565616700221 opphøyd i 2 og få 0,04518029190898190818892581448841.

$$\frac{72g^{2}-0,04518029190898190818892581448841}{1-0,3249196962329063^{2}\times 0,2125565616700221^{2}}$$

Regn ut 0,3249196962329063 opphøyd i 2 og få 0,10557280900008410443921494457969.

$$\frac{72g^{2}-0,04518029190898190818892581448841}{1-0,10557280900008410443921494457969\times 0,2125565616700221^{2}}$$

Regn ut 0,2125565616700221 opphøyd i 2 og få 0,04518029190898190818892581448841.

$$\frac{72g^{2}-0,04518029190898190818892581448841}{1-0,10557280900008410443921494457969\times 0,04518029190898190818892581448841}$$

Multipliser 0,10557280900008410443921494457969 med 0,04518029190898190818892581448841 for å få 0,0047698103282749922407995733494583683793216486233597921998263929.

$$\frac{72g^{2}-0,04518029190898190818892581448841}{1-0,0047698103282749922407995733494583683793216486233597921998263929}$$

Trekk fra 0,0047698103282749922407995733494583683793216486233597921998263929 fra 1 for å få 0,9952301896717250077592004266505416316206783513766402078001736071.

$$\frac{72g^{2}-0,04518029190898190818892581448841}{0,9952301896717250077592004266505416316206783513766402078001736071}$$