**Directions(1-5):Study the following pie-charts and answer the related questions given below:**

- What is the average number of B, E and F types of garments in all three stores ?

A) 24500

B) 17532

C) 15648

D) 21457

E) 14527

View Answer

**Option B**

**Solution:**

Total number of B type of garments in all three stores = 19224

Total number of E type of garments in all three stores = 17400

Total number of F type of garments in all three stores = 15972

Total number of B,E and F type garments in all three stores = 52596

Required average = 52596/3 = 17532

- What is the total number of B and D types of garments in all three stores together?

A) 32456

B) 24578

C) 41500

D) 41454

E) 24587

View Answer

**Option D**

**Solution:**

Number of B type of garments in store 1 = (12*25200)/100 = 3024

Number of B type of garments in store 2 = (60*54000)/360 = 9000

Number of B type of garments in store 3 = (20*36000)/100 = 7200

Total number of B type of garments in all stores = 19224

Number of D type of garments in store 1 = (10*25200)/100 = 2520

Number of D type of garments in store 2 = (105*54000)/360 = 15750

Number of D type of garments in store 3 = (11*36000)/100 = 3960

Total number of D type of garments in all stores = 22230

Required number = 19224 + 22230 = 41,454

- The total number of A and E type of garments in store 1 is approx. double the number of which type of garments and in which store?

A) D type in store 3

B) C type in store 2

C) A type in store 2

D) E type in store 3

E) B type in store 2

View Answer

**Option A**

**Solution:**

Total number of A and E type of garments in store 1= (17+15)=(32 *25200)/100 = 8064

Number of D type of garments in store 3 = (11*36000)/100 = 3960

Hence, the total number A and E type of garments in store 1 is approx. double the number of D type of garments in store 3.

- The number of C type of garments in store 1 is approx. what percentage of the number of D type of garments in store 2 and 3 together?

A) 47%

B) 32%

C) 23%

D) 34%

E) 40%

View Answer

**Option B**

**Solution:**

Number of C type of garments in store 1= (25*25200)/100 = 6300

Number of D type of garments in store 2 and 3 together = (105*54000)/100 + (11*36000)/100 = 15750 +3960 = 19710

Req. % = (6300*100)/19710 = 31.96% = 32%(approx.)

- The total number of which type of garments in all three stores is maximum?

A) B type

B) D type

C) A type

D) C type

E) E type

View Answer

**Option B**

**Solution:**

Total number of A type of garments in all three = (17*25200)/100 + (72*54000)/360 + (19*36000)/100 = 4284 + 10800 + 6840 = 21,924

Total number of B type of garments in all three stores = (12*25200)/100 + (60*54000)/360 + (20*36000)/100 = 3024 + 9000 + 7200 = 19224

Total number of C type of garments in all three stores = (25*25200)/100 + (45*54000)/360 + (15*36000)/100 = 6300 + 6750 + 5400 = 18450

Total number of D type of garments in all three stores = (10*25200)/100 + (105*54000)/360 + (11*36000)/100 = 2520 + 15750 + 3960 = 22230

Total number of E type of garments in all three stores = (15*25200)/100 + (50*54000)/360 + (17*36000)/100 = 3780 + 7500 + 6120 = 17400

Total number of F type of garments in all three stores = (21*25200)/100 + (28*54000)/360 + (18*36000)/100 = 5292 + 4200 + 6480 = 15972

Hence , total number of D type of garments in all three stores is maximum

**Directions (6-10): The table shows the data regarding the population of literacy/illiteracy and employed /unemployed among the population in 6 different states. Study the table carefully and answer the related questions.**

- What is the difference between the total number of employed males in state C and D together and the total number of employed females in state E and F ?

A) 132700

B) 110500

C) 750000

D) 150000

E) 145750

View Answer

**Option A**

**Solution:**

Number of employed males in state C = (960000*36*4)/(100*9) = 153600

Number of employed males in state D = (540000*40*9)/(100*16) = 121500

Total number of employed males in state C and D together = 153600 + 121500 = 275100

Number of employed females in state E = (620000*30*8)/(100*15) = 99200

Number of employed females in state F = (480000*20*9)/(100*20)= 43200

Total number of employed females in state E and F together = 99200 + 43200 = 142400

Req. diff. = 275100 – 142400 = 132700

- Total employed population of state A is apprx. What % of the total literate population of state D?

A) 37%

B) 22%

C) 10%

D) 18%

E) 28%

View Answer

**Option D**

**Solution:**

Total number of employed population of A = (240000*24)/100 = 57600

Total literate population of state D = (540000*60)/100 = 324000

Req. % = (57600*100)/324000 = 17.78% = 18% (approx.)

- The number of literate females in state C is approx. what % more than the number of literate females in state E?

A) 80%

B) 75%

C) 77%

D) 65%

E) 60%

View Answer

**Option C**

**Solution:**

Number of literate females in state C = (960000*88*5)/(100*11) = 384000

Number of literate females in state E = (620000*75*7)/(100*15) = 217000

Req. % = (384000 – 217000)/(217000*100) = 76.95 = 77%(approx.)

- What is the approximate average number of employed females in all the states together ?

A) 62450

B) 84150

C) 74500

D) 79080

E) 74582

View Answer

**Option D**

**Solution:**

Number of employed females in state A = (240000*24*5)/(100*12) = 24000

Number of employed females in state B = (360000*15*2)/(100*5) = 21600

Number of employed females in state C = (960000*36*5)/(100*9)= 192000

Number of employed females in state D = (540000*40*7)/(100*16) = 94500

Number of employed females in state E = (620000*30*8)/(100*15)=

99200

Number of employed females in state F = (480000*20*9)/(100*20)=43200

Total number of employed females in all the states together = 24000 + 21600 + 192000 + 94500 + 99200 = 474500

Req. average = 474500/6 = 79083.33 = 79080(approx.)

- What is the respective ratio between the number of literate females in state B and the number of literate males in state C ?

A) 2 : 5

B) 3 : 8

C) 4 : 7

D) 8 : 3

E) 3 : 7

View Answer

**Option B**

**Solution:**

Number of literate females in state B = (360000*92*12)/(100*23) = 172800

Number of literate males in state C = (960000*88*6)/(100*11) = 460800

Req. ratio = 172800 : 460800 = 3 : 8

calculative

calculation bahott h isme….

ty AZ….

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pls post more of this type.

ty

Thnks AZ

exact data and same question asked in IBPS –PO IN 2015-(-6 TO 10)

ty banya mam :)) superb DIs

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explain 1 no plz

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hi pls post nabard and rbi based data intrepretaion