# Nagarro aptitude test

Aptitude questions and answers provide a comprehensive look at the various topics and concepts that are tested on job recruitment. It can help job seekers understand the material covered in the Job tests, including Nagarro and others. The questions for the Nagarro recruitment cover various topics, from mathematics to logic and reasoning, and by answering these questions, learners can practice their problem-solving skills and improve their chances of success on the exam. With the help of these questions and answers, Job seekers can gain the knowledge they need to ace the Nagarro interview process. So start Practicing Now!

1. The teacher was 15 minutes late when traveling at 4km/hr to school. She arrived 15 minutes early the next day at 5km/hr. So what is the distance from school to home?

• Distance =$\frac{a\times b} {a-b}$$\times$ Time gap

• a = Higher speed , b = Lower speed

• a = 5km/hr, b = 4km/hr,

• time gap= 15 +15 = 30 minutes

• 30 minutes= $\frac{30}{60}$hr

• Distance=$\frac{5\times 4}{5-4}\times\frac{30}{60}$

• $\frac{5\times4}{1}\times\frac{30}{60}$ = 10 km

1. If 200% of a number is 160 then, what is 150% of the same number?

• If 200% of a number is 160, then the number =

$\frac{160 \times 100}{200}$=80

• 150 % of 80 = $\frac{80 × 150}{100}=120$

Easy trick

200% $\Rightarrow$160

150% $\Rightarrow$?

• cross multiply

= $\frac{160 \times150}{200}$ = 120.

1. If $x^{2}-y^{2}$ = 12, x-y = 2. Then, y = ?

• $x^{2}-y^{2} = (x+y)(x-y)$

$12=(x+y)\times2$

$x+y=\frac{12}{2}=6$

• $x+y=6 ..........\Rightarrow1$

x-y=2

• $x=2+y$, put this in $\Rightarrow1$

$2+y+y=6$

$2y=4$

$y=2.$

1. What is the correct answer if the answer is 322 when a child miscalculates 23% instead of finding 32% of a number?

• $\frac{23}{100}$$\times$$x$ = 322

$x$= 1400

1400$\times$$\frac{32}{100}$ = 448

Simple trick

• Instead of taking 23% of a number a student took 32%

i.e

• 23% $\Rightarrow$322<br> 32% $\Rightarrow$ ?

• $\frac{32\times322}{23}$ = 448
1. A can complete the work in 60% less time than B. Beginning with the second day, the amount of work which can they do keeps of doubling. If in this way they can complete the work together in 2 days, then in how many days they can complete the work if their efficiencies remain constant?