Precálculo Ejemplos

$\frac{1}{0.000013} \cdot \ln (\frac{1.225}{(3) \cdot (1100 (0.000013) \sin (12))})$

Paso 1

Divide $1$ por $0.000013$ .

$76923.\overline{076923} \cdot \ln (\frac{1.225}{(3) \cdot (1100 (0.000013) \sin (12))})$

Paso 2

Separa las fracciones.

$76923.\overline{076923} \cdot \ln (\frac{1.225}{(3) \cdot (1100 (0.000013))} \cdot \frac{1}{\sin (12)})$

Paso 3

Convierte de $\frac{1}{\sin (12)}$ a $\csc (12)$ .

$76923.\overline{076923} \cdot \ln (\frac{1.225}{(3) \cdot (1100 (0.000013))} \csc (12))$

Paso 4

Simplifica el denominador.

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Paso 4.1

Multiplica $3$ por $1100$ .

$76923.\overline{076923} \cdot \ln (\frac{1.225}{3300 \cdot 0.000013} \csc (12))$

Paso 4.2

Multiplica $3300$ por $0.000013$ .

$76923.\overline{076923} \cdot \ln (\frac{1.225}{0.0429} \csc (12))$

Paso 5

Divide $1.225$ por $0.0429$ .

$76923.\overline{076923} \cdot \ln (28.\overline{554778} \csc (12))$

Paso 6

Evalúa $\csc (12)$ .

$76923.\overline{076923} \cdot \ln (28.\overline{554778} \cdot 4.80973434)$

Paso 7

Multiplica $28.\overline{554778}$ por $4.80973434$ .

$76923.\overline{076923} \cdot \ln (137.34089912)$

Paso 8

Multiplica $76923.\overline{076923}$ por $\ln (137.34089912)$ .

$378651.24229649$