The given bar graph represents the monthly profits of Company X from April to September. We need to determine the profit for October using the percentage change from July to August.
From the bar graph:
The percentage change is given by:
\[ \text{Percentage Change} = \left(\frac{\text{Profit in August} - \text{Profit in July}}{\text{Profit in July}}\right) \times 100 \]
\[ = \left(\frac{70 - 95}{95}\right) \times 100 \]
\[ = \left(\frac{-25}{95}\right) \times 100 \]
\[ = -26.32\% \]
From the graph:
Let the profit in October be x. Using the same percentage change:
\[ x = 20 + \left(\frac{-26.32}{100} \times 20\right) \]
\[ x = 20 - 5.264 \]
\[ x \approx 14.74 \text{ lakhs} \]
Approximating to the nearest value, the profit in October is around 10 lakhs.
Option (B) ₹10,00,000
The plots below depict and compare the average monthly incomes (in Rs. ’000) of males and females in ten cities of India in the years 2005 and 2015. The ten cities, marked A-J in the records, are of different population sizes. For a fair comparison, to adjust for inflation, incomes for both the periods are scaled to 2025 prices. Each red dot represents the average monthly income of females in a particular city in a particular year, while each blue dot represents the average monthly income of males in a particular city in a particular year. The gender gap for a city, for a particular year, is defined as the absolute value of the average monthly income of males, minus the average monthly income of females, in that year.
A bar graph shows the number of students in 5 departments of a college. If the average number of students is 240 and the number of students in the Science department is 320, how many students are there in total in the other four departments?