Data Interpretation Practice Test 1

(Amount invested) × (Rate of interest) = Interest or Amount invested $=\frac{\mathrm{Interest}}{\mathrm{Rate}\mathrm{of}\mathrm{Interest}}$
Amount invested in bonds $=\frac{‘\mathrm{A}’\mathrm{rupees}}{\mathit{C}\%}$
or $\frac{\mathit{A}}{\mathit{C}∕100}$ or $\mathit{A}÷\frac{\mathit{C}}{100}$ or $\mathit{A}\frac{100}{\mathit{C}}$ or $\mathit{A}\frac{100}{\mathit{C}}$ or $\mathit{A}\frac{100\mathit{A}}{\mathit{C}}$
Since, the amount invested in bonds $=\frac{100\mathit{A}}{\mathit{C}}$, the amount invested in mortgages must be 2. $=\frac{100\mathit{A}}{\mathit{C}}$ or $\frac{200\mathit{A}}{\mathit{C}}$ rupees,
Since the pie-chart indicates that twice as much (58.6%) is invested in mortgages as invested in bonds (28.3%).