Last Updated on September 13, 2022 by Gokul Kannan
In this article, we have provided Accenture Aptitude Questions and Answers For Freshers (2022 and 2023 Batches).
Applicants can gain more knowledge by practicing all the Accenture Questions and Answers from this section. According to our analysis most of the students are facing more difficulty in the Aptitude section.
For those types of candidates, this article helps a lot.
Please note that these are Accenture model questions but not the exact one. By practicing the sample Accenture Aptitude Questions and Answers with Solutions, you were able to clear all topics involved in the aptitude section.
You can now get one step closer to your dream job and streamline your placement preparation journey with PrepBytes Placement Programs.
Accenture Aptitude questions and answers for freshers
Accenture’s most repeated aptitude questions with solutions are given here.
-
4 women and 5 men working together can do 3 times the work done by 2 women and one man together. Calculate the work of a man to that of a woman.
A. 1:1
B. 3:2
C. 1:2
D. 2:1
Answer – A. 1:1
Explanation:
Given
4w + 5m = 3 * (2w + m)
i.e. 2w = 2m
so the ratio of work done by man to woman is 1:1. -
Manoj can do a work in 20 days, while Chandu can do the same work in 25 days. They started the work jointly. A few days later Suresh also joined them and thus all of them completed the whole work in 10 days. All of them were paid a total of Rs.1000. What is the share of Suresh?
A. 100
B. 300
C. 200
D. 400
Answer – A. 100
Explanation:
Efficiency of Manoj = 5%
The efficiency of Chandu = 4%
They will complete only 90% of the work = [(5+4) 10] =90
Remaining work was done by Suresh = 10%.
Share of Suresh = 10/100 1000 = 100. -
While calculating the weight of a group of men, the weight of 63 kg of one of the members was mistakenly written as 83 kg. Due to this the average of the weights increased by half kg. What is the number of men in the group?
A. 25
B. 20
C. 40
D. 60
Answer – C. 40
Explanation:
Increase in marks lead to an increase in average by 1/2
So (83-63) = x/2
x = 40
Therefore, the number of men in the group are 40. -
In a group of 8 boys, 2 men aged at 21 and 23 were replaced, two new boys. Due to this the average cost of the group increased by 2 years. What is the average age of the 2 new boys?
A. 17
B. 30
C. 28
D. 23
Answer – B. 30
Explanation:
According to the given data
Average of 8 boys increased by 2, this means the total age of boys increased by 8 * 2 = 16 yrs
So sum of ages of two new boys = 21+23+16 = 60
Average of these = 60/2 = 30. -
A Boat takes a total 16 hours for traveling downstream from point A to point B and coming back to point C which is somewhere between A and B. If the speed of the Boat in Still water is 9 Km/hr and the rate of stream is 6 Km/hr, then what is the distance between A and C?
A. 60 Km
B. 90 Km
C. 30 Km
D. Cannot be determined
Answer – D. Cannot be determined -
A Boat going upstream takes 8 hours 24 minutes to cover a certain distance, while it takes 5 hours to cover 5/7 of the same distance running downstream. Then what is the ratio of the speed of the boat to the speed of water current?
A. 11:5
B. 11:6
C. 11:1
D. 6:5
Answer – C. 11:1
Explanation:
(S-R) 42/5 = (S+R) 7
S:R = 11:1. -
A Boat takes 128 min less to travel 48 Km downstream than to travel the same distance upstream. If the speed of the stream is 3 Km/hr. Then Speed of Boat in still water is?
A. 12 Km/hr
B. 15 Km/hr
C. 6 Km/hr
D. 9 Km/hr
Answer – A. 12 Km/hr
Explanation:
32/15 = 48(1/s-3 – 1/s+3)
s= 12
Therefore, Speed of Boat in still water is 12 Km/hr. -
An alloy contains Brass, Iron, and Zinc in the ratio 2:3:1 and another contains Iron, zinc, and lead in the ratio 5:4:3. If equal weights of both alloys are melted together to form a third alloy, then what will be the weight of lead per kg in the new alloy?
A. 1/4
B. 41/7
C. 1/8
D. 51/9
Answer – C. 1/8
Explanation:
Shortcut:
In the first alloy,
2:3:1 =6 * 2
5:4:3 =12
Multiply 2 to make it equal,
4:6:2
5:4:3
Adding all,
4:11:6:3=24
3/24=1/8. -
A milkman mixes 6 liters of free tap water with 20litres of pure milk. If the cost of pure milk is Rs.28 per liter the % Profit of the milkman when he sells all the mixture at the cost price is?
A. 30%
B. 16(1/3)%
C. 25%
D. 16.5%
Answer – A. 30%
Explanation:
Profit=28 6=728
Cp= 28 20=560
Profit = 168 * 100/560=30% -
144 liters of the mixture contains milk and water in the ratio 5: 7. How much milk needs to be added to this mixture so that the new ratio is 23: 21 respectively?
A. 40 liters
B. 28 liters
C. 32 liters
D. 36 liters
Answer – C. 32 liters
Explanation:
144 == 5:7
60: 84
Now == 21 = 84
23 = 92
92-60 = 32. -
A shopkeeper bought 30kg of rice at Rs.75 per kg and 20 kg of rice at the rate of Rs.70. per kg.If he mixed the two brands of rice and sold the mixture at Rs.80 per kg. Find his gain.
A. Rs.350
B. Rs.550
C. Rs.420
D.Rs.210
Answer – A. Rs.350
Explanation:
CP = 30 75 + 20 70 = 2250 + 140 = 3650
SP =80 * (30+20) = 4000.
Hence, Gain = 4000-3650 = 350. -
Cost price of 80 notebooks is equal to the selling price of 65 notebooks. The gain or loss % is?
A. 32%
B. 42%
C. 27%
D. 23%
Answer – D. 23%
Explanation:
% = [80 – 65/65] 100
= 15 100/65 = 1500/65
= 23.07 = 23% profit
Therefore, the gain percentage is 23%. -
Eight years ago, Pranathi’s age was equal to the sum of the present ages of her one son and one daughter. Five years hence, the respective ratio between the ages of her daughter and her son will be 7:6. If Pranathi’s husband is 7 years elder to her and his present age is three times the present age of their son, what is the present age of the daughter?
A. 19 years
B. 27 years
C. 15 years
D. 23 years
Answer – D. 23 years
Explanation:
P – 8 = S + D —(1)
6D + 30 = 7S + 35 —(2)
H = 7 + P
H = 3S
3S = 7 + P —(3)
Solving equation (1),(2) and (3) D = 23
Therefore, the present age of the daughter is 23 years. -
Shas married 8 year ago. Today her age is 9/7 times that of marriage. At present his son’s age is 1/6th of her age. What was her son’s age 3 year ago?
A. 4 yr
B. 2 yr
C. 3 yr
D. 5 yr
Answer – B. 2 yr
Explanation:
Let us assume that Sravan’s age 8 year ago = x
Present age = x + 8
x + 8 = 9/7 x
7(x + 8)= 9x
x = 28; 28 + 8 = 36
Son’s age = 1/6 * 36 = 6
Son’s age 4 year ago = 6-4 =2 -
The respective ratio between the present age of Mani and Dheeraj is x : 42. Mani is 8 years younger than Murali. Murali’s age after 8 years will be 33 years. The difference between Dheeraj’s and Mani’s age is the same as the present age of Murali. What is the value of x?
A. 18
B. 10
C. 16
D. 17
Answer – D. 17
Explanation:
Murali’s age after 8 years = 33 years
Murali’s present age = 33 – 8= 25 years
Mani’s present age = 25 – 8 = 17 years
Dheeraj’s present age = 17 + 25 = 42 years
Ratio between Mani and Dheeraj = 17: 42
X = 17. -
Revanth’s present age is three times his son’s present age and 4/5th of his father’s present age. The average present age of all of them is 62 years. What is the difference between the Revanth’s son’s present age and Revanth’s father’s present age?
A. 64 years
B. 69 years
C. 66 years
D. 62 years
Answer – C. 66 years
Explanation:
Present age of Revanth is = 4/5x
Present age of Revanth’s father is = 4/15x
Ratio = 15: 12 : 4
Difference between the Revanth’s son’s present age and Revanth’s father’s present age = 62/31 3(15 – 4).
= 23*11 = 66 years. -
36% of 945 – 26% of 765 + 17.7 =?
A. 167
B. 187
C. 159
D. 143
Answer – C. 159
Explanation: 340.2 – 198.9 =141.3+17.7 = 159 -
If tan θ + cot θ = 2, then the value of tan2θ + cot2θ is
A. 2
B. 1
C. âś“2
D. 0
Answer: A. 2
Explanation: tan θ + cot θ = 2 , On squaring both sides,
(tan θ + cot θ)2 = 4,
⇒ tan2θ + cot2θ + 2 tan θ cot θ = 4,
⇒ tan2θ + cot2θ = 4 – 2 = 2 , [tan θ . cot θ = 1]. -
The average age of a man and his son is 28 years. The ratio of their ages is 3 :1 respectively. What is the man’s age?
A. 44
B. 42
C. 38
D. 30
Answer: B. 42 Years
Explanation: Total sum of man’s age & his son’s age =28 Ă— 2 = 56 Now, the Ratio of their ages is 3 : 1.Therefore, Man’s age = (3/4) Ă— 56 = 42.
So, the correct answer is option B. -
A, B, C and D are four consecutive odd numbers and their average is 42. What is the product of B and D?
A. 1860
B. 1890
C. 1845
D. 1677
Answer: C. 1845
Explanation: As there are As diff. The average should lie between B and C so B is 41 & C is 43 so D must be 45 as we have to find the product of B and D so it would be 1845.
This article tried to discuss the Accenture Aptitude Questions and Answers for Freshers. Hope this blog helps you understand and solve the problem. To Practice more problems you can check out MYCODE | Competitive Programming at Prepbytes.