- In a company, there are 75% skilled workers and remaining ones are unskilled. 80% of skilled workers and 20% of unskilled workers are permanent. If number of temporary workers is 126, then what is the number of total workers?
430360400380NoneOption B

Let the number of total workers = X

Number of skilled workers = 75% of X =75X/100 = 3X/4

No. of unskilled workers = 25% of X = 25x/100 = X/4

No. of permanent workers,

= (80/100)*(3X/4) + (20/100)*(X/4)

= (3X/5) + (x/20)

= 13X/20

No. of temporary workers,

= X -(13X/20) = 7X/20

Now,

7X/20 = 126

X = 360. - In a school there are 50 more girls than boys. If the number of girls is increased by 20% and the number of boys is also increased by 50%, there would be 30 more girls than boys. What is the number of students in the school?
280200300250NoneOption D Let the no of boys be x.

Girls be x+50.

(x+50)*120/100 = x*150/100 + 30

30=(150x-120x)/100

30=30x/100

X boys=100

Then girls =150

Total=250. - Three papers were set in an examination and the maximum marks per were in the ratio of 2 : 5 : 4, respectively. If a student obtained 50% in the first paper, 60% in the second, and 75% in the third, what percent did he obtain overall?
63 7/11%45%52 4/5%62%NoneOption A Maximum mark ratio 2:5:4

Student mark ratio =(0. 5*2 + 0.6*5 +0.75*4)

=(1+3+3)=7

=(1+3+3) /(2+5+4) *100

=7/11 * 100=63 7/11%. - A bag contains 1000 Dairymilk chocolate and 1500 Milky bar chocolate. If 30% of Dairy milk and 10% of Milky bar are removed, then what is the approximately percentage of total chocolates removed from the bag?
26%22%18%12%NoneOption C 1000 + 1500=2500

30% of 1000=300

10% of 1500=150

450/2500 × 100=18%. - In an examination it is required to get 240 of the total maximum aggregate marks to pass. A student gets 210 marks and is declared failed. The difference of marks obtained by the student and that required to pass is 5%. What are the maximum aggregate marks a student can get?
460400550600NoneOption D 240 -210= 30

5……..30

100 ? =600. - The sum of two numbers is 28/25 of the first number. The second number is what percent of the first?
20%22%12%16%NoneOption C Let the 1st no be x. 2nd no be y.

x+y = 28 / 25 x

y=3x/25.

Percentage =3/25 * 100 =12%. - In how many years will a sum of Rs1000 at 20% per annum compounded semiannually become Rs1210?
5124NoneOption B

1210= 1000*(1+10/100)^{2n}

1210/1000= (11/10)^{2n}

2n=2.

n = 1 - 15% of the voters in an election did not cast their votes. In this election, there were only two candidates. The winner by obtaining 45% of the total votes defeated his contestant by 2500 votes. The total number of voters in the election was:
40000300004500050000NoneOption D Let the total votes be 100.

100-15=85.

Diff between two candidates

45 – 40= 2500

5——-2500

100—-? ==> 50000. - What is the percentage change in the result when we add 45 to a certain number x, instead of subtracting 45 from the same number x?
81510Cannot be determinedNoneOption D Cannot be determined.
- A book consist of 30 pages, 25 line on each page and 35 characters on each line. If this content is written in another note book consisting 30 lines and 28 characters per line then the required no. of pages will how much percent greater than previous pages?
6.66%4.35%5%5.32%NoneOption A Let the required number of pages be X.

30*25*35 = X*30*28

X = 31.25 ≈ 32

% increase in number of pages,

= (2/30)*100 = 6.66%.