John has 8 quarters in his pocket. We used algebraic equations representing the total number of coins and their total value, along with the individual values of quarters and dimes to solve the problem. ;
John has 8 quarters in his pocket. We determined this using a system of equations to represent the total number of coins and their value. The equations confirmed that the solution is consistent with the given conditions.
;
Jawaban:Total bahan: 8.000kgBahan A: 700kgBahan B: 900kgBahan C: 4.000kgPersentase Bahan A:[tex] \frac{700}{8000} \times 100\% \\0.0875 \times 100\% \\ 8.75\%[/tex]Persentase Bahan B[tex] \frac{900}{8000} \times 100\% \\ 0.1125 \times 100\% \\ 11.25\%[/tex]Persentase Bahan C[tex] \frac{4000}{8000} \times 100\% \\ 0.5 \times 100\% \\ 50\%[/tex]