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.

8शि? ' 762 '081. '00]. ‘¢ ‘8L ‘v

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2.

®हैला a & Qx:fi‘m 8L a 161

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3.

8. Express 3.425 in the form P, where p andq are integers, q*0. (CBSE Sept. 2010)

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4.

Q4. The paint in a certain container is sufficient to paint an area equal to9.375 m How many bricks of dimensions 22.5 em x 10 em x 7.5 em canbe painted out of this container?

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hai ennna answer i know VERY welll

5.

A. The perimeter of A ABC is 50 em. Its sides10 em and (x +4) em. Find the value of x?AB, BC and AC are respectively 15 en

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6.

475 x 07 = 3325 है, तो 475x 07 बराबर है।

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the Answer Of this question is 332.5

Given,4.75 * 0.7 = 3.325

Then,475 * 0.7 = 4.75 * 0.7 * 100= 3.325 * 100= 3325/1000 * 100= 332.5

Therefore, value of 475 * 0.7= 332.5

7.

07ag)(3) xSSC Combined Graduate LevelTier-I Exam. 16.05.2010Second Sitting)3-1 2-1 3+1 2+16is simplified to(1) 10(2) 12(4) 18or

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8.

Enplify each of the to.(3+ V3) (2 + vZ)present the real num

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9.

The number of integral solution of theQ.16The numequation 7v++) - 2 y + ) = 9

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put y+1/y=tthen solve

10.

Ca(B) total surface area.0. A sheet of paper 44 cm x14cm is rolled to form a cylinder in two different ways. Find the vof the cylinder if:

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height of cylinder = length of paper.circumference of cylinder = breadth of paper.=> 2*(22/7)*r = 14=> r= 49/22 cm.Volume = (22/7)*r*r*h= (22/7)*(49/22)*(49/22)*44= 686 cubic cm

11.

Example3:There is a hexagon MNOPQR of side 5 cm (ig 1120). Aman andRidhima divided it in two different ways (Fig 11.21).Find the area of this hexagon using both ways.11 cm5 emRidhima' methodAman's method:Fig 11.20Fig 11.21

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12.

the figure. Find the area 8l ic O0lmThere is a pentagonal shaped park as shown in the figure.For finding its area Jyoti and Kavita divided it in two different ways15 m 15 mH15 mHJoyti's diagramKavita's diagranFind the area of this park dsing both ways. Can you suggest some otherwayof finding its area?

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love u

13.

the IIgure.nea10. There is a pentagonal shaped park as shown in the figure.For finding its area Jyoti and Kavita divided it in two different ways.30 m15 m15 mH15 mHJoyti's diagramKavita's diagramFind the area of this park using both ways. Can you suggest some other wayof finding its a ea?

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14.

Santa bought eggs at ₹8.40 a dozen. At what price per hundred must she sell them so as to earn a profit of 15% ?

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Cost of a dozen eggs = 8.40 cost of 1 egg = 8.40/12 (since , 1 dozen = 12 eggs)

=> rs 0.7

cost of 100 eggs = 0.7 × 100 => rs 70

CP = rs 70gain % = 15%

sp = (100+gain%)/100 × cp=> sp = (100+15)/100 × 70=> sp = 115/100 × 70=> sp = 115×7/10=> sp = rs 805/10=> sp = rs 80.5

15.

the figure Find the areaof the s fagonal surfaceThere is a pentagonal sluped park as shown in the igureFor finding its area lyoli and Kavita divided it in two different wayst0.10

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area of the pentagon is

area of ∆ + area of square = 1/2*(15)*(15) + (15*15)= 225 + 225/2 = 337.5 m²

16.

13.Priyaboughteggs at8.40 a dozen. At what price per hundred must she sell them so as to earn a profit of15%?

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17.

up with the number 4?10. A coin and a die are thrown. Find the probability of getting(i) a head or an even number(ii) a tail or an odd number

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Probability of a head or an even number = (1/2)*(1/2)= 1/4. Probability of a tail or an odd number = (1/2)*(1/2)= 1/4.

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18.

10. A coin and a die are thrown. Find the probability of getting(i) a head or an even number(i) a tail or an odd number.

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19.

8. If a number is divisible by 20, by which othernumbers less than 20 will the same number bedivisible?

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Factors of 20= 1,2,4,5,10,20

if a number is divisible by 20, then it will also be divisible by its factors. Hence, the same number will also be divisible by 1,2,4,5 and 10.

20.

alternative.iv) Write answers to the multiple choice quesbooklet onlySection -I) Answer all the following questions.i) Each question carries 1 mark.Find the value of sin 600+ cos 30-tan 60°

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sin(60°) + cos(30° ) - tan (60°)√3/2 + √3/2 - √30

21.

SECTIONA(Each question carries 1 mark)1. The sum of all the interior angles of adecagon isa) 540째c) 1080째b) 1440째d) 2880째

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the sum of all interior angle of decagon is 1440

22.

uestion 1-3 carries 1 mark each]. The cost of 6 eggs is the same as the cost of one bread. Express this statement as alinear equationin two variables.

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23.

2. Each question carries I Mark.If the mean of 20, 24, 36, 26, 34 and K is 30 then find K.

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24.

art-Aach Question carries one mark:Check whether the following is aFind Discriminant: 3x2-5x + 2Find the distance between (6, 4) aWriteMid Point Formula.What is the Probability of somee

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25.

How many positive integers are there whichwhen divide 1245 and 920 leaves the sameremainder.(a) 3(b) 4(C) 5(d) 6.

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option B4is the correct answer

1245/920=4is the correct answer

the answer is 4 option -B

option b 4 is the correct answe

4 is the correct answer of the given question

option b is the correct answer

26.

Iftwo sides of a triangle measure 4cm and 6cm find all possible measurements (positiveIntegers) of the third side. How many distinct triangles can be obtained?

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All possible measurement for the third side are 3cm, 4cm, 5 cm, 6 cm, 7 cm, 8 cm and 9 cm.Total 7 triangles can be obtained.The concept behind this is sum of two sides is always greater than 3rd side.a=4b=6c= numbers we leta+b>cb+c>ac+a>b

thank you very much

27.

How many distinct sets of three positive integers have a mean of 6, a median of 7, and nomode?

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Given mean=6, median=7, no mode

Let the three positive integers be x, x+1, x+2

Now mean = (x+x+1+x+2)/3 = (3x+3)/3 = x+1

But here x+1=6 i.e., x=5 ... which means we have 5 sets of numbers whose mean is 6. (But this is just for knowing the number of sets, we can't use it further) , and also from definition of mean

Mean= sum/ total number of integers... i.e.,

we get that sum= mean*total no. Of integers = 6*3=18

As median given is 7 and we have only 3 intergers in the set .. we can know that middle number is 7 ..i.e., the number set is :

0+7+11=18

1+7+10=18

2+7+9=18

3+7+8=18

5+7+6=18

As there is no mode we cant get the set (4+7+7)

28.

How many rectangles can be drawn with 36 cm as the perimeter given that thesides are positive integers in cm?

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29.

If a number is divisible by 20, by which othernumbers less than 20 will the same number bedivisible?

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To find the answer, write all the factors of 2020-1,2,4,5,10So, 1,2,4,5,10 are the number by which other number less than 20 will be divisible

30.

A number is divisible by both 5 and 12. By which other number will that number be!always divisible?

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The number will be divisible by factors of LCM(5,12) =60I.E 1,2,3,4,6,10,20,15,30,60

31.

6.Iftwo sides of a triangle measure 4cm and 6cm find all possible measurements (positiveIntegers) of the third side. How many distinct triangles can be obtained?

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32.

\left( \frac { 1 } { 8 } + \frac { 1 } { 7 } \right) \div \left( \frac { 10 } { 7 } - 1 \right) = ?

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33.

Ip^-9) ( VT) is a false statement, then torespective truth values of p.a and rare!a) T, F, Fb) F.T.TC) T,T,Td) F F F

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d is correct answer. b

d) is the right answer of the following

34.

The odds that A speaks the truth are 3:2 and the odds that Bspeaks the truth are 6:3. In whatpercentage of cases are they likely to contradict each other on an identical point?

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35.

sep (stust, x))

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thanks sir

36.

The odds that A speaks the truth are 3:2 and the odds that Bspeaks the truth are 5:3. in whatpercentage of cases are they likely to contradict each other on an identicai point?

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37.

2Using truth table, prove that:

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38.

7. If x= 3+ V8, find the value of (1) x' +and (ii) x++ify by rationalizing the denominator 52+3.. 26 62 9,5.16+ V3 V6+39. Simplify, by rationalizing the denominator111 13-√ √ √ √ √ √ √ √5-2find the value of x² + y2 + xy.√2-1 V2+13+ 2√3-√211. If x=find the value of x² + y2.10. If x=V2+13-2V3+5-1312. If x=V5 + 3, find the value of x + y + xy.3 and15+ V3

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2V6/V2 + V3 + 6V2/ V6+V3 - 8V3/ V6 + V2;;; 2V6/ V2 +V3 × V2 - V3/ V2 -V3 =2V6(V2 - V3)/V2 -V3 = =2V12 - 2V18/ -1____(1); 6V2/ V6 + V3 x V6 - V3/ V6- V3 =6V2(V6 - V3)/( V6)^2 - (V3)^2 = 6V12 - 6V6/6-3= 6V6/3_(2); 8V3/ V6 +V2 x V6 - V2/ V6-V2 = 8V3( V6-V2)/ 6-2 = 8V18 - 8V6/6-2=8V12/4 = 2V12______________________(3), -2V6 +2V6 -2V12 =-2V12 = -2(2V3)= -4V3

39.

CLASS VIII: CHAPTER - 1RATIONAL NUMBERS1. Find +61 +612. Find 21-04)3. Find using distributive propery: 013-7-3-3-43. Find using distributive property:-19(16X39 )Simplity:**04)Multiply by the reciprocal of 1What number should be added to -to getWhat number should be subtracted from -- to get -2?

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when you can find my answer then I will help you ca

40.

oduct.x+ 3xy) (4x)9 par (2pf q - 32. Find the follow(iii) заг (23ng produ62cts and thenevalu0 (7x+ 9y) (3xy)en x#K22, y-13. Find the prduct of 8s (P4. Findthe productFind the2prodplify

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41.

2. Find all the possible values of x for which the number 71x is divisible by 3. Also, find allsuch numbers3. For what values of the digit m is the number 86m5 divisible by 3? Find all such numbersalso.SO4. Find all the possible values of y for which the number 2079m is divisible by 3.

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42.

7.Write steps to create number series,

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Ans :- Click on the cell that you want to start thenumber seriesin.

Type thenumberthat you want to start theserieswith in that cell and hit enter. By way of example, type “1.” ...

Now,writethe first fewnumbersof yourseriesin adjacent cells. You couldwritethem in the vertical columns or horizontally in a row.

43.

Illustration 9Find the sum of the series 11 \frac{1}{7} 1, \frac{6}{7} \frac{5}{7}. upto 16 terms.

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44.

6 Find the sum of the series 3-7 110

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45.

d the sum of the series 3 + 7.....to 10 terms

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a = 3 d = 4 Sum of 10 terms = 10/2(2×3+9×4) = 5(6+36) = 5*42 = 210

46.

5. Sum the series 1 +3+715 +...upto n terms.

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47.

s u m \text { of the series } \frac { 1 } { ( 3 \times 5 ) } + \frac { 1 } { ( 5 \times 7 ) } + \frac { 1 } { ( 7 \times 9 ) } + \ldots \infty

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48.

2. Find the 10th and nth term of the series 3, 7, 11, 15,..

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49.

าว5 mraised platform is in the shape of a regular octagon as shownthe figure. Find the area of the octagonal surface

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50.

(11).11(d) A wire in the shape of an equilateral triangle of side 16 cm is rebent into a regular Octagon. Eachof the octagon is6 cmx 2 cm

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1 side of equilateral triangle=16cmSo, full length of wire=3*16=48cmSo,each side of octagon=48/8=6cm