SBI PO 2019 - Category wise Question and Answer Practice Test with Solutions & PDF
SBI PO PRACTICE TEST [1 - EXERCISES]
SBI PO 2019
Directions:
Study the following pie-chart and table carefully to answer the questions that follow.
Percentage of visitors (male and female) in a museum on the given 3 days-Friday, Saturday and Sunday is depicted in the pie chart given below.
Total number of visitors on the given three days = 400 Ratio of male visitors to female visitors on the given three days is depicted in the table given below:
| Days | Male : Female |
| Friday | 2 : 3 |
| Saturday | 7 : 5 |
| Sunday | 5 : 4 |
Question : 91 [SBI-PO-2019]
The number of female visitors on Friday was what percentage of the number of female visitors on Sunday?
a) 70%
b) 85%
c) 80%
d) 65%
e) 75%
Answer »Answer: (e)
| Day | Male | Female | Total |
| Friday | 40 | 60 | 100 |
| Saturday | 70 | 50 | 120 |
| Sunday | 100 | 80 | 180 |
Required percentage = (60/80) × 100 = 75%.
Question : 92 [SBI-PO-2019]
A started business with Rs. 600 and B with Rs. 900. After 5 months B left and C joined with capital Rs. 600 less than B. If at the end of year profit of C was Rs 3500, then find the total profit at the end of year.
a) Rs. 46000
b) Rs. 36000
c) Rs. 28000
d) Rs. 23000
e) None of these
Answer »Answer: (d)
Ratio of the equivalent capitals of A, B and C for 1 month = 600 × 12 : 900 × 5 : 300 × 7 = 24 : 15 : 7
According to question 7 ≡ Rs. 3500 ⇒ 1 ≡ Rs. 500
The total profit at the end of year = 24 + 15 + 7 = 46 ≡ 46 × Rs. 500 = Rs. 23000
Question : 93 [SBI-PO-2019]
Cost price of A is twice the cost price of B. If the selling price of B is Rs.3600 and it is sold at the profit of 20%, then find the cost price of A.
a) Rs. 3000
b) Rs. 6000
c) Rs. 8000
d) Rs. 2000
e) Rs. 10000
Answer »Answer: (b)
Given, selling price of B = 1.20 × cost price of B
⇒ Cost price of B = 3600 ÷ 1.20 = Rs.3000
According to question,
Cost Price of A = 2 × Cost price of B
Hence, the cost price of A = 2 × Rs.3000 = Rs.6000.
Question : 94 [SBI-PO-2019]
Train A crosses a vertical pole at the speed of 15 m/s in 20 seconds. Speed of train A is 3 m/s less than the speed of train B and length of train B is 30 meter less than length of train A. Find the time taken by Train B to cross 270 meter long platform.
a) 20 seconds
b) 15 seconds
c) 30 seconds
d) 45 seconds
e) 40 seconds
Answer »Answer: (c)
Let the length of Train A be L meters, then
According to question,
$L/15$= 20
⇒ L = 300 m
∴ Length of train A is 300 m
So, length of train B = 300 – 30 m = 270 meters
Speed of train B = 15 + 3 = 18 m/s
When B crosses a 270 m long platform,
Time = $\text"270 + 270"/18$ seconds = 30 seconds
Hence, the required time = 30 seconds.
Question : 95 [SBI-PO-2019]
The ratio of speed of a boat in still water to speed of the current is 10 : 1. If ratio of the time taken by the boat to travel D km downstream to the time taken to travel (D – 45) km upstream is 3 : 2. Find the value of D.
a) 88
b) 54
c) 110
d) 99
e) 66
Answer »Answer: (d)
Let ratio of speed of a boat in still water to speed of the current is 10x : x,
then
$\text"D / ( 10+1 ) x" /\text "D - 45/ ( 10 - 1) x"$=$3/2$
⇒ 18D = 33D – 33 × 45
⇒ 15D = 33 × 45
⇒ D = 99
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