Answer:
Option C
Explanation:
Store
|
Nokia Cellular Phones
|
Samsung Cellular Phones
|
Total number of cellular phones
|
P
|
896
|
672
|
1568
|
Q
|
840
|
280
|
1120
|
R
|
1120
|
896
|
2016
|
S
|
1568
|
1344
|
2912
|
T
|
440
|
1792
|
2240
|
U
|
704
|
640
|
1344
|
Number of cellular phones (both Nokia and Samsung) sold by store Q in October
= $\frac{10}{100}\times11200$ = 1120
Number of cellular phones (both Nokia and Samsung) sold by store Q in November
= $\frac{115}{100}\times1120$ = 1288
Number of cellular phones (both Nokia and Samsung) sold by Store T in October
= $\frac{20}{100}\times11200$ = 2240
Number of cellular phones (both Nokia and Samsung) sold by Store T in November
= $\frac{105}{100}\times2240$ = 2352
Total number of cellular phones (both Nokia and Samsung) sold by Q and T Together in November
= 1288 + 2352 = 3640