
Step 1: From the line graph (Shift I values).
Profit & Loss = 10, Percentage = 12
\[
\text{Total (Shift I)} = 10 + 12 = 22
\]
Step 2: From the line graph (Shift II values).
Ages = 8, Average = 10
\[
\text{Total (Shift II)} = 8 + 10 = 18
\]
Step 3: Ratio calculation.
\[ \text{Ratio} = \frac{22}{18} = \frac{11}{9} \]
Step 4: Closest option.
\[ \frac{11}{9} \approx \frac{7}{6} \] Hence, the correct option is (A) 7:6.
\[ \boxed{7:6} \]


The following graph represents the variable cost of widgets as a function of quantity produced. The cost of production has two components, variable cost- which is given in the graph, and fixed cost- which is Rs. 800 for the first shift in which 30 widgets can be produced and if more production is desired then a second shift is started which can produce an additional 30 widgets The fixed cost of the second shift is Rs.1200. 
These questions are based on the Price Fluctuations of 4 commodities– arhar, pepper, sugar and gold during February– July 1999 as described below:
The following graph shows the sales of the company IVP limited for the years 1994 to 1999. The sales of the company have risen from Rs. 100=00 crores in 1994 to Rs. 680=00 crores in 1999. The Net profit of the company has also gone up from Rs. 2.20 crores in 1994 to Rs. 12=00 crores in the year 1999. Net profit is calculated as surplus sales over the total cost for the company.