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Answer 1: d
The ratio can be obtained by adding sales of both the years separately and then dividing one by the another

Required Ratio =  (75+65)/(85+95) = 140/180 = 7/9

Answer 2: c
Required percentage can be obtained by adding sales of Branch B6 for both the years and then dividing it by summation of sales of Branch B3 for both the years and then multiplying this ratio by 100 to get the desired percentage.

 

 

 

 

Answer 3: d
Average sale(in thousands) of branches B1, B3 and B6 in 2000

 

 

 

 

 

Answer 4: b
Average sales of all the six branches(in thousands) for the year 2000
= 1/8[ 80+75+95+85+75+70 ] = 80

Answer 5: d
Total sales of branches B1, B2 and B5 for both the years (in thousands)
= (80 + 105) + (95 + 110) + (75 + 95)
= 560

Answer 6: c
Total production in April = 310+180+169+137+140+120 = 1056
15% of 1056 = 15/100 x 1056 =158.4
Total Production in June = 320+160+188+173+135+130 = 1106
15% of 1106 = 15/100 x 1106 = 165.9
Total production in July = 326+167+187+146+130 = 1136
15% of 1136 = 15/100 x 1136 =170.4
Total Production in August = 327+150+185+178+145+128= 1113
15% of 1113 = 15/100 x 1113 =166.95 =167
ie, in Month July, the Unit B has a contribution of approximately 15% in the total sugar production.

Answer 7: a
Unit A shows continuous increase in production of sugar over months.

Answer 8: d
In Unit E, the pair of months that shows equal sugar production is April and May.

Answer 9: a
Total Production in June = 320+160+188+173+135+130 = 1106
25% of 1106 = 25/100 x 1106 = 276.5 units
ie, Unit A shows more than 25% of the total production of sugar in the month June.

Answer 10: b
In unit B, the production in June = 160 the production in April = 180 units
Decrease in percentage = (180 – 160)/180 x 100 = 20/180 x 100 = 11.11% or 10%

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