Lutasin ang (1+0.003)^30

$$( 1 + 0.003 ) ^ { 30 }$$

I-evaluate

$$1.094026874871310954032409760727754745309322832171404609052132323756985963767127340113584649$$

Mga Hakbang ng Solution

Idagdag ang 1 at 0.003 para makuha ang 1.003.

$$1.003^{30}$$

Kalkulahin ang 1.003 sa power ng 30 at kunin ang 1.094026874871310954032409760727754745309322832171404609052132323756985963767127340113584649.

$$1.094026874871310954032409760727754745309322832171404609052132323756985963767127340113584649$$

I-factor

$$\frac{17 ^ {30} \cdot 59 ^ {30}}{2 ^ {90} \cdot 5 ^ {90}} = 1\frac{9.40268748713111 \times 10^{88}}{1 \times 10^{90}} = 1.0940268748713111$$