Explore topic-wise InterviewSolutions in Current Affairs.

This section includes 7 InterviewSolutions, each offering curated multiple-choice questions to sharpen your Current Affairs knowledge and support exam preparation. Choose a topic below to get started.

1.

ADDITION : USING FINGERS / LINES2. ADDIT5 +2275+2ve already been counteWhile computing 5 + 2,5 have already beenSo, we count only 2 fingers after 5.

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seven is the answer to the question.

2.

V, +V2(0)210v va VaB-3. A body covers first part of its journey with a velocity of 2 m/s, next part with a velocity of 3 m/s andrest of the journey with a velocity 6m/s. The average velocity of the body will be(4) 3 m/s (B) 5 ms (0) mis 0 mis

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c) is the right answer of the following

c is the correct option

c option is right answer

Let total displacement be 3x and it's 1/3rd part is x, x and x

average velocity = total displacement /total time

ER. RAVI KUMAR ROY

For T1(time ) =displacement/time =x/2sec

T2 = x/3 sec

T3 = x/6 sec

Total time = x/2+x/3+x/6

=6x/x

=X(total time)

Now,average velocity = 3x/x= 3 m/s ANS...

c is the correct answer

c is the correct answer

3.

- (UJ- JUJ MILL-EXAMPLE 11 The inner circunference of a circular track is 220 m. The track is 7 m toide everywhereCalculate the cost of putting up a fence along the outer circle at the rate of Rs 2 per metre.(Use = 22/7)af the circular track her metros and R motres

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inner circumference = 220

2 π r = 220

r *2* 22 = 220 * 7

r = 35 m [ inner radius ]

inner radius , r₁ = 35 mouter radius , r₂ = 35 + 7 = 42 m

outer circumference = 2 π r ₂

= 2 * ( 22 / 7 ) * 42 = 264 m

Cost of fencing = Rs 2 * 264 = Rs 528

4.

r circumference of circular track is 220m.The track is 7m wide everywhere. Calculatethe cost of putting up fence along the outercircle at rate of 5 per metre.ne16. Inr24.

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5.

Euclid's division algorithm to find the HCF of(0) 135 and 225Use(ii)196 and 38220(ii) 867 and 255

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6.

the ozeas of tuo squoz es is 468 m2, rthe diffexente of theis pesimetes to m, ind thesides of the tuvo squox es

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Let the side of the larger square be x.Let the side of the smaller square be y.According to the question, x2 + y2 = 468 --------- (1)Perimeters of the squares = 4x and 4y.⇒ 4x - 4y = 24⇒ x– y = 6⇒ x= 6 + yx2 + y2 = 468Substituting the value of x in equation (1)⇒ (6+y)2 + y2 = 468⇒ 2y2 + 12y + 36 = 468⇒ y2 + 6y + 18 = 234⇒ y2 + 6y - 216 = 0⇒ (y – 12)(y + 18) = 0⇒ y = 12 or -18Since y denotes a length, it cannot be negative.∴ y = 12⇒ x = (12 + 6) = 18 m

∴ Sides of the squares are 18 m and 12 m.

7.

1. Use Euclid's division algorithm to find the HCF of(0)135 and 225(ii)196 and 38220(iii) 867 and 26

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8.

Which of the following vary inversely witheach other?44.speed and distance covered S25x(8)speed and time takenS-(C) distance travelled and time taken bs(distance covered and fare paid

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(B) We know that, when we increases the speed, then the time taken by vehicle decreases.Hence, speed and time taken vary inversely with each other.So, option (B) is correct.

9.

es en

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10.

Which of the following is/are in direct proportion?a) The number of workers on a job and the time taken to complete the job.b) The time taken for a journey and the distance travelled in a uniform speed.c) The time taken for a fixed journey and the speed of the vehicle1.

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11.

5.Which properties can be used in computing5 X-1.3 X

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So2/5*35/6+1/3*(12/11)70/30+12/332.33+0.362.69

12.

Practice Set 7.31. Which of the following statements are of inverse variation?(1) Number of workers on a job and time taken by them to complete thejob.cize to fill a tank and the time taken by them

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They are in direct variation

wrong hai

this is inverse variation 😠👎

13.

Q. 1. Use Euclid's division algorithm to find the HCF of 135 and 225.Solution. By division algorithm.Step 1. Since 225 > 135, we apply the division Lemma to 225 and 135, we get225 = 135 × 1 +90

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By euclid's division algorithm225=135×1+90135=90×1+4590=45×2+0hence the hcf is 45

14.

A takes 10 days less than the time taken by B to finish a piece of work. If both A and B together can finish the work in 12 days, find the time taken by B to finish the work.

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Let's B alone take x days to finish the work.B’s 1 days work = 1/x

A alone can finish the work in = x - 10A’s 1 days work= 1/(x-10)

Given: A and B together can finish the same work in 12 days.(A and B)'s 1 days work = 1/12

A’s 1 days work + B’s 1 days work = 1/x + 1/(x-10)

ATQ1/x + 1/(x-10) = 1/12(x-10) + x / x(x-10) = 1/12x-10 + x / x² -10x = 1/122x -10 / x² -10x = 1/1212(2x -10) = x² -10x24x -120 = x² -10xx² -10x -24x +120= 0x² -34x +120= 0x² 30x -4x +120= 0x( x -30) -4(x -30)= 0(x-30)(x-4)= 0(x-30) = 0 or (x-4)= 0

x = 30 or x= 4 The value of x cannot be less than 10, so x= 30

Hence, the time taken by B to finish the work in 30 days.

15.

g。τ fHIVY牙计ftoT f fan, 1Write Euclid's division algorithm.140村3427NTExpress number as a product of its prime factor 140.1배Use Euclid's division algorithm find HCF of 135 and 22512, 15 3 21弧yHH HHTqaf πα喻fan, ı

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Euclid’s division Lemma

Given positive integers a and b, there exist unique integers q and r satisfying

a = bq + r, 0 ≤ r < b.

2. 140=2*7070=2*3535=7*5Therefore 140=2*2*5*7

3. 135 and 225Since 225 > 135, we apply the division lemma to 225 and 135 to obtain225 = 135 × 1 + 90Since remainder 90 ≠ 0, we apply the division lemma to 135 and 90 to obtain135 = 90 × 1 + 45We consider the new divisor 90 and new remainder 45, and apply the division lemma to obtain90 = 2 × 45 + 0Since the remainder is zero, the process stops.Since the divisor at this stage is 45,Therefore, the HCF of 135 and 225 is 45.

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16.

c 20 ^ { \circ } - \operatorname { sec } 20 ^ { \circ } =

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17.

EAL NUMIBERSEXERCISE 1.11. Use Euclid's division algorithm to find the HCF ofI. Use Euclid's division algorithm to find the HCF of(0)135 and 225(ii) 196 and 38220

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18.

6. Roll a dice and find the probability of:(i) a composite number(ii) a number divisible by 3

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A composite 4,6probability =2/6=1/3Number divisible by 3 =3,6probability =3/6=1/2

19.

. In a roll of a dice, find the probability of getting:(a) 5(b) 7(c) 3(d) Any number from 1 to6

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the sample spaces of rolling a dice is {1,2,3,4,5,6}

so, probability of a) getting 5 = 1/6 b) getting 7 = 0/6 c) getting 3 = 1/6

20.

1.State the Euclid's division algorithm

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Hence, a common divisor of a and b is a common divisor of b and r. EuclidsDivision Algorithmis a technique to compute the Highest Common Factor (HCF) of two given positive integers. Recall that the HCF of two positive integers a and b is the largest positive integer d that divides both a and b.

21.

Use Euclid's division algorithm: 135 and 225

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By euclid's division algorithm225=135×1+90135=90×1+4590=45×2+0hence the hcf is 45

22.

Q 1: What is Euclid's division algorithm?

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23.

Use Euclid's division algorithm(1)135 and 225

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24.

Use Euclid's division algorithm to find the HCF of

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Awsm 😎

25.

31. of is equal to:OUIN

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3÷7of mean ×and2÷5then3÷7×2÷5=6÷35

6/35 is correct answer as we multiply numerators and denominators

6/35 is the correct answer of this question

3/7of2/5= 3/7*2/5 =6/35

26.

Which one is greater?UINOx-aWIN

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3/8 is greater than 8/35 is the correct answer of the given question

27.

5.13xWhich properties can be used in computingUINw

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So2/5*35/6+1/3*(12/11)70/30+12/332.33+0.362.69answer

so2/5*35/6+1/3*(12/11)70/30+12/332.33+0.362.69

28.

94. 68 F(a) 20(c)-20(b) 0(d) 32

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29.

A body covers the first half of total distance with a speed v and the second half in doubletaken for first half. The average speed for whole journey isthetime

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30.

3. A man covers half of his journey at 6 km/hr and theremaining half at 3 km/hr. His average speed is?(a) 3 km/hr(b) 4 km/hr(c) 4.5 km/hr (d) 9 km/hr

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4km/hr. may be the answer.

the average speed = 6+3/2 =4.5therefore 4.5 is the correct answer to this question

4km/hr. may be the correct answer

his average speed = (6+3)/2 = 9/2 = 4.5 km/hr (ANS)

what the hell is going on, why my answers gets an issue mark, would you be able to explain it..

(C) 4.5 km/hr (answer)

AVG.speed 6+3/2=4.5km/hr

average speed=6+3/2=4.5,

Total speed = 6+3m/sec= 9m/secTotal time = 2 hr.So, average speed = 9/2 m/sec= 4.5 m/sec AnsSo, option (C) is correct Ans.

4.5 is the right answer

4.5 is the correct answer

the average speed = 6+3/2 =4.5therefore 4.5 is the correct answer to this question

correct answer is (c)

the average speed = 6+3/2 = 4.5therefore 4.5 is the correct answer to this question

his average speed is 4.5

31.

31. A man covers half of his journey at 6 km/hand the remaining half at 3 km/h., Hisaverage speed is

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32.

Find the probability of occurrence of aneven number when you roll dice

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33.

uFind the total surface area of acube whose volumeis 343 cm

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34.

O) The volume of acube is 64cm. Find the total surface areaof the cube.

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35.

30) The volume of acube is 64cm3. Find the total surface areaof the cube.

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thank u

36.

b. The area of a square is 49 m. What is its side lengthc. Acube has edge length 3 in. What is its volume?5. Prism A and Prism Bare rectangular prisms. Prism A is 3 inches by 2 inches by 1 inchPrism Bis 1 inch by 1 inch by 6 inches.Select all statements that are true about the two prisms.A. They have the same volume.B. They have the same number of faces.C. More inch cubes can be packed into Prism Athan into Prism B.D. The two prisms have the same surface area.E. The surface area of Prism Bis greater than that of Prism A.6. a. What polyhedron can be assembled from this net?

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b. the area of a square is = 49 sq.meter the side length of square is=√49 = 7 meter

c. a cube has edge length= 3 volume = l×b×h = 3×3×3 = 27

37.

ample 12: A child playing with building blocks, whicthe shape of cubes, has built a structure as show13.25. If the edge of each cube is 3 cm, find the vohe structure built by the child.om. Vohme of each cuhe s edge x edge x edge

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38.

Q15.How many cubes can be fit into a bigger cube of(i) double its edge?(ii) triple its edge?

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39.

Let p be the proposition : Mathematics is!interesting and let 4 be the proposition :Mathematics is difficult, then the symbol p ^ q.means oder [Karnataka CET 2001](A) Mathematics is interesting implies thatMathematics is difficult.Mathematics is interesting implies and isimplied by Mathematics is difficult.(C) Mathematics is interesting andMathematics is difficult.(D) Mathematics is interesting orMathematics is difficult.(B)

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c is correct answer

.

c is the correct answer

40.

dayFind the volume ofiron required to make an open box whose exte25 cm x 16.5 cm, the box being 1.5 cm thick throughout. If 1 cm3the weight of the empty box in kilograms.21.of iron weighs8

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41.

If 10810%2, then 'x"?a) 20 b) 100 c)200 d)s0

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42.

19. In a class of 25 students, 12 have taken Mathematics, 8have taken Mathematics but not Biology. Find the numberof students who have taken both Mathematics andBiology and the number of those who have taken Biologybut not Mathematics. Each student has taken eitherMathematics or Biology or both.

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Total student = 25Student taken maths = 12Students taken only maths = 8So total student taken only biology = 13Students taken both maths and biology = 4 As we know out of 12 maths student 8 are only studing maths Therefore 4 students are those who study both maths and biology.

43.

7.8,000 in a business. She would be paid interest at 5% per annumMaria investedcompounded annually, FindThe amount credited against her name at the end of the second year() The interest for the 3rd year

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44.

11.Howwouldyoubringaboutthefoliowingconversions?Nametheprocessandwritethereactioninvolved.a) Ethanol to ethane.

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A) Ethanol can be converted to ethene in presence of concentrated sulphuric acid. It is called as dehydration reaction.CH​3-CH2-OH → (Concentrated H2SO4) CH2=CH2 + H2O

45.

s0. The area of an equilateral triangle is 49/3 em2. Taking each vertex ascentre, circles are described with radius equal to half the length of theside of the triangle. Find the area of the part of the triangle not includedin the circles. (Take 1.73, 22

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46.

n)compoÜßndednailyedy.7. Maria invested8,000 in a business. She would be paid interest at 5% per annumcompounded annually. Find The amount credited against her name at the end of the second year.(i) The interest for the 3rd year.

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47.

2x+1.) Find the probability that the month of January may have 5 Min (i) a leap yearn-leap year.

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Number of days in the month of January in a leap or non-leap year = 31There are four complete weeks in the month of January.There are three more extra days in the month.If the month starts on Saturday or Sunday or Monday, there are 5 Mondays in the month of January.So, the probability of getting 5 Mondays in the month of January (or any month with 31 days) = 3/7.

plz give me a call

48.

A manufacturer of sports gthe g year. Assuming that the production increases uniformly by a fixed number everyyear, find ( the production in the 12th year, (i) in which year the production will be 28000oods produced 10000 hockey kits in the 5th year and 18000 inkits?LAns. (i) a12 24,0000; (ii) n 14]

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49.

(2) Rehana purchased a scooter in the year 2015 for 360000. If its value fallsby 20% every year what will be the price of scooter after 2 years?ition: P = 360000A = Amount obtained after two yearsof depreciation = 20 % N- var

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the price of scooter will be 24000

purchased =₹60000value decreased every year =20%price after 2 years =?value decreased first year

60000×20 ------------------- = 1200 =60000-1200 100 =48000 48000×20----------------. = 9600 =48000-9600 100.

=38400🅰️ns

50.

n borrows 6000 for 2 years at the rate of 12% pa. compounded annually. He repayO at the end of cach year. How much does he still owe after the second repayment?11, A ma3000 at the end of cach year. How much does he still owe after the sec

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For first yearI = P*R*T/100I = 6000*12*1/100 = 720

A = 6000+720= 6720

Principal for second year = 6720-3000=3720

For second year

I = 3720*12*1/100 = 446.4

A = 3720+446.4

Amount owe after second payment = 3720 - 446.4 = Rs 3273.6

Sorry wrong calculation

Total amount after second year= 3720 + 446.4=4166.4

Amount owe after second repayment= 4166.4 - 3000= Rs 1166.4