Lutasin ang 2942*9,17/0.85(0.95*1*8.38-0.2)*1.024^5

$$\frac { 2942 \times 9,17 } { 0.85 ( 0.95 \times 1 \times 8.38 - 0.2 ) \times 1.024 ^ { 5 } }$$

I-evaluate

$$\frac{1029134368896484375}{283332550066176}\approx 3632.248990298$$

Mga Hakbang ng Solution

I-multiply ang 2942 at 9.17 para makuha ang 26978.14.

$$\frac{26978.14}{0.85\left(0.95\times 1\times 8.38-0.2\right)\times 1.024^{5}}$$

I-multiply ang 0.95 at 1 para makuha ang 0.95.

$$\frac{26978.14}{0.85\left(0.95\times 8.38-0.2\right)\times 1.024^{5}}$$

I-multiply ang 0.95 at 8.38 para makuha ang 7.961.

$$\frac{26978.14}{0.85\left(7.961-0.2\right)\times 1.024^{5}}$$

I-subtract ang 0.2 mula sa 7.961 para makuha ang 7.761.

$$\frac{26978.14}{0.85\times 7.761\times 1.024^{5}}$$

I-multiply ang 0.85 at 7.761 para makuha ang 6.59685.

$$\frac{26978.14}{6.59685\times 1.024^{5}}$$

Kalkulahin ang 1.024 sa power ng 5 at kunin ang 1.125899906842624.

$$\frac{26978.14}{6.59685\times 1.125899906842624}$$

I-multiply ang 6.59685 at 1.125899906842624 para makuha ang 7.4273928004547641344.

$$\frac{26978.14}{7.4273928004547641344}$$

I-expand ang \frac{26978.14}{7.4273928004547641344} sa pamamagitan ng pag-multiply sa parehong numerator at denominator ng 10000000000000000000.

$$\frac{269781400000000000000000}{74273928004547641344}$$

Bawasan ang fraction \frac{269781400000000000000000}{74273928004547641344} sa pinakamabababang term sa pamamagitan ng pag-extract at pag-cancel out sa 262144.

$$\frac{1029134368896484375}{283332550066176}$$

I-factor

$$\frac{7 \cdot 131 \cdot 1471 \cdot 5 ^ {17}}{3 \cdot 13 \cdot 17 \cdot 199 \cdot 2 ^ {31}} = 3632\frac{70547056133120}{283332550066176} = 3632.2489902982084$$