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30 + \frac{0,5150380749100542 \cdot 1,9416040264103562 + 0,6008606190275606 \cdot 1,664279482350518}{8 \sin^{2}(30) - \tan^{2}(45)}
Evaluate trigonometric functions in the problem
30+\frac{0,99999999999999988987361438330604+0,6008606190275606\times 1,664279482350518}{8\left(\sin(30)\right)^{2}-\left(\tan(45)\right)^{2}}
Multiplique 0,5150380749100542 e 1,9416040264103562 para obter 0,99999999999999988987361438330604.
30+\frac{0,99999999999999988987361438330604+1,0000000000000003615519116863908}{8\left(\sin(30)\right)^{2}-\left(\tan(45)\right)^{2}}
Multiplique 0,6008606190275606 e 1,664279482350518 para obter 1,0000000000000003615519116863908.
30+\frac{2,00000000000000025142552606969684}{8\left(\sin(30)\right)^{2}-\left(\tan(45)\right)^{2}}
Some 0,99999999999999988987361438330604 e 1,0000000000000003615519116863908 para obter 2,00000000000000025142552606969684.
30+\frac{2,00000000000000025142552606969684}{8\times \left(\frac{1}{2}\right)^{2}-\left(\tan(45)\right)^{2}}
Obtenha o valor de \sin(30) a partir da tabela de valores trigonométricos.
30+\frac{2,00000000000000025142552606969684}{8\times \frac{1}{4}-\left(\tan(45)\right)^{2}}
Calcule \frac{1}{2} elevado a 2 e obtenha \frac{1}{4}.
30+\frac{2,00000000000000025142552606969684}{2-\left(\tan(45)\right)^{2}}
Multiplique 8 e \frac{1}{4} para obter 2.
30+\frac{2,00000000000000025142552606969684}{2-1^{2}}
Obtenha o valor de \tan(45) a partir da tabela de valores trigonométricos.
30+\frac{2,00000000000000025142552606969684}{2-1}
Calcule 1 elevado a 2 e obtenha 1.
30+\frac{2,00000000000000025142552606969684}{1}
Subtraia 1 de 2 para obter 1.
30+2,00000000000000025142552606969684
Qualquer número dividido por um resulta no próprio número.
32,00000000000000025142552606969684
Some 30 e 2,00000000000000025142552606969684 para obter 32,00000000000000025142552606969684.