Issolvi K_{1}=(27316+25/27316+22)(101325/10267)=

$$K _ { 1 } = ( \frac { 27316 + 25 } { 27316 + 22 } ) ( \frac { 101325 } { 10267 } ) =$$

Solvi għal K_1

$$K_{1} = \frac{2770326825}{280679246} = 9\frac{244213611}{280679246} \approx 9.870080758$$

Passi biex Issolvi l-Ekwazzjoni Lineari

Żid 27316 u 25 biex tikseb 27341.

$$K_{1}=\frac{27341}{27316+22}\times \frac{101325}{10267}$$

Żid 27316 u 22 biex tikseb 27338.

$$K_{1}=\frac{27341}{27338}\times \frac{101325}{10267}$$

Immultiplika \frac{27341}{27338} b'\frac{101325}{10267} billi timmultiplika n-numeratur bin-numeratur u d-denominatur bid-denominatur.

$$K_{1}=\frac{27341\times 101325}{27338\times 10267}$$

Agħmel il-multiplikazzjonijiet fil-frazzjoni \frac{27341\times 101325}{27338\times 10267}.

$$K_{1}=\frac{2770326825}{280679246}$$

Assenja K_1

$$K_{1}≔\frac{2770326825}{280679246}$$