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.

12. A man has certain note of denomination 20 and 5 which amount to 380. If the number of notesof each kind are interchanged,they amount to 60 less than before. Find the number of notes ofeach denomination

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Let no. Of 20 notes be n and no. Of 5 notes be mThen 20n + 5m = 380.....(1)If no. Of notes interchangedThen 5n + 20m = 320.....(2)

On solving given equations20m - 5/4m = 320-9575m = 225x4m = 3x4 = 12

Putting value of m in equation (1)20n + 60 = 38020n = 320n = 16

Number of 20 notes = 16Number of 5 notes = 12

2.

เคนเคพ ) compute i3; 3Ix7!

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3.

nuch percent meIn the new budget, the price of petrol rose by 10%. By how muchreduce the consumption so that the expenditure does not increase?

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4.

i3+26

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5.

() 53 + 2= 3% + I3

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6.

1 gi3 s e

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7.

# का मान ज्ञांत कीजिये-[5 (5) -2i3] 27

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8.

The angles of a triangle are in the ratio3: 4: 5. Find its angles.Find the other ano

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thanks

9.

The sides of a right angled triangle are inshow that they are in the ratio 3:4:5.

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10.

6. Prove that:(i) Ji = 1+1V2(ii) V-i = 1-1(iii) Ji +H=J2

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i) ((1 + i) / √2)²= (1 + i)²/ 2= (1 + 2i + i2) / 2= (1 + 2i - 1) / 2= 2i / 2= i.

so√i = (1 + i) / √2

ii) suppose z2= -i

z is complex and therefore can be represented by x + iy

(x+iy)2= -i

x2- y2+2xyi = -i

xy = -1/2

x2- y2= 0

x = +/-y

Therefore (x,y) = (1/√2,-1/√2),(-1/√2,1/√2)

And z = (1/√2)*(1-i) or (1/√2)*(-1+i)

iii) for this add i+ii √i +√-i = √2

11.

1, Iu the given fligce 11.17 Acegem, AH em,1D.AAI 0.4 cm. Find the length ofAFto

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photo is not clear poet it again please

12.

c-ㄇmean are 42 and pa perfectly symmetrical distribution, the mode and mrespectively. The approximate median of this distribution is,-(A) 47(B) 48(D) 50(C) 49

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mode = 3 Median - 2 mean

=> 42 = 3×M - 2×49=> 3M = 42+ 98=> M = 140/3 = 46.77 = 47

13.

GOLDEN Mnnqconcentration of SO, in the air (in parts per iy,ities in a certain city and is presented beloy:

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14.

Lakshmi is a cashier in a bank. She has currency notes of denominatr100, 50 and ? 10, respectively. The ratio of the number of thesnotes is 2:3:5. The total cash with Lakshmi is 4,00,000. How manonsnotes of each denomination does she have?

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Thanks bro very much

15.

Lakshmi is a cashier in a bank. She has currency notes of denominatio* 100, 50 and 10, respectively. The ratio of the number of thenotes is 2:3:5. The total cash with Lakshmi is 4,00,000. How mannotes of each denomination does she have?d+51

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Let the ratio factor be X.

number of 100 Rs notes = 2Xnumber of 50 Rs notes = 3Xnumber of 10 Rs notes = 5X

A/Q,

2X x 100 + 3X x 50 + 5X x 10 = 400000

200X + 150X + 50X = 400000400 X = 400000 X = 400000/400 X = 1000i.e,number of 100 Rs notes = 2X = 2 x 1000 = 2000 notesnumber of 50 Rs notes = 3X = 3 x 1000 = 3000 notes.number of 10 Rs notes = 5X = 5 x 1000 = 5000 notes (ANS)

16.

7. On which date is the Annual Budget normally presented in the Parliament andpresentsit?w

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28 Feb it's called financial budget

17.

tan 15° + cot 15°=4

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tan 15 + cot 15 = sin 15 / cos 15 + cos 15 / sin 15 = (sin²15 + cos²15) / (sin 15 cos 15) = 1 / (1/2 sin 30) = 2 / sin 30 = 2 / (1/2) = 4

18.

ही. ०) tan 15° + cot 15° = 4 -

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19.

(iii) tan 15° + cot 15° =-4ㄷ.

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20.

i3DcntmolefonmIaelrcle,findthearea of the circle.(b)Calculate the value of x in the given figure:1515

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In triangle CBDApplying Pythagoras theorem: 15² = 6²+ BD²225-36 = BD14 = BDAD = 28

21.

putting value of yine16-6leEliminationY1 = 15putin in we geteg6=4

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Yes,it is a right answer.

22.

15 cot A =8

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cot A = 8/15 = B/P

Using pythagoras theoram H^2 = P^2 + B^2 H^2 = 15*15 + 64H^2 = 225 + 64H^2 = 289H = 17

sin A = P/H = 15/17

sec A = H/B = 17/8

23.

rite first four terms of the AP, when the first term a and the common difference d areven as follows:

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24.

15. Hai1 + cosV1 - cos 08 = cosec + cot= cot

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25.

Divide 4230 among Varun, Shivam and Gagan in the ratio1/3 : 1/4 : 1/5.

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26.

Divide 4230 among Varun, Shivam and Gagan in the ratio 1/3:1/4:1/5

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The only problem you have here is fractional ratios!

27.

3. The angles of a triangle are in the ratio 1:3:5. Find the measure of each of the angles.

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solution:-Let 1x,3x,5x1x+3x+5x=1809x=180x=180/9x=20:1x=1×20=20:3x=3×20=60:5x=5×20=100This is the correct answer hai

let 1x, 3x , 5x x+3x+5x=180; 9x=180; x=180/9=20; 1x=1×20=20; 3x20=60; 5x20=100

Let the angles be x,3x,5x

We know that,Sum of all angles of triangle = 180x+3x+5x= 1809x = 180x = 203x = 3×20=605x = 5×20 = 100

let ratio be x1x+2x+3x=1806x=180x=30

28.

. The cost price of a pair of shocs is Rs. 800. Its marked price is Rs. 1060. If the shopkeeperercent he offeredsuffered a loss of 12% in the festival sale, the approximate discount pwas(1) 36.2(3) 32(2) 33.6(4) 26

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29.

. Let S, denote the sum of n terms of an A.P. whose first term is a. If the commondifference d is given by d = S"-ks, 1 + S"-1, then k =(a) 1(b) 2(c) 3(d) none of these.

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nth term of g.p J's 5.0.6n1then commom ratjo js

30.

、 13. ( like π = 3.14)7. Find the perimeter of the adjoining figure, which is a semicircle including/its diameter

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31.

| टन किसा फक्ट्रोा के 50 श्रमिकों की दैनिक आय है।| दिनिक आय (5. %) [ 100120 | 120140 | 140160 | 160-18e i ven 12 [4 s oबस. उप एटा री उमर

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32.

arallelogram ABCD, two points P and Q aretaken on diagonal BD such that DP- BQ(see Fig. 8.20). Show that:venhy勹2() AP-COliv) AQ-C()APCQ is a parallelogram

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33.

. जि यदि 3: न (०56८ 0 और हे न्एण0तो 3; - Yz—l] का मान बताइए ।

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34.

l Xu such that XQ also has the length of AB.)ven AB of length 7.3 cm and CD of length 3.4 cm, constructa line segment XY such that the length of XY is equal to the difference betwcenthe lengths of AB and CD. Verify by measurement.432

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35.

x x 1+xEvample 15 If x, y, z are different and A-vy' 1ty , thenshow that 1 +yz 0

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36.

If x-0, yof: "-2 and z--1, then the value(i) 2x- 3y +xyz is....(ii) 2x2z - zy 3y?x + xyz is(iii) _xyz + x2-y2 + xy + yz is(iv)22-y2 + 2xyz is10) z

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i) 2*0-3*(-2)+0=6

ii)2*(0)-(-1)^2(-2)+0+0=-2

iii) 0+0-4=0-2=-2

iv) 1-4=0=-3

37.

Convert the ven common fractions into decimal250116

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38.

ven 15 cot A8, find sin A and sec A.

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39.

In the figure, if AB divides ZDAC in the ratio 1:3, deterimine the value of oc.1089

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40.

In the figure, if AB divides ZDAC in the ratio 1:3, determine the value of x.108

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41.

17. In the figure, if AB divides ZDAC in the ratio 1 3, determine the value of x.108"

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∠DAC = 72°

∠BAC = 3/4(72°) = 54°

∠DAB = ∠ADB = 18°

⇒ x° + ∠BAC = ∠DBA

= 180° - 36° = 144°

⇒ x = 90°

42.

17. In the figure, if AB divides ZDAC in the ratio 1:3, determine the value of x.108ANSWERS

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43.

The cost price of a pair of shoes is Rs. 800. Its marked price is Rs. 1060. Ifthe shopkeepersuffered a loss of 12% in the festival sale, the approximate discount percent he offeredwas(1) 36.2(3) 32(2) 33.6(4) 26

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44.

| 7 ven dhal 3 is-an snsaluoal Mo, jflu veb (14 ) 34 an sowlianal o

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We know √3 is an irrational number

Let2 + √3 be a rational number ,

2 + √3 = r , where r is any rational

√3 = r - 2This is an absurd result because LHS is irrational and RHS is rational so this is a contradiction to our assumption, hence 2 + √3 is an irrational number

45.

14.Abdulla sold goods to Tahir on Jan 17, 2017 for Rs. 18,000. He drewabill of exchange for the same amount on Tahir for 45 days. On the samedate Tahir accepted the bill and returned it to Abdulla. On the due dateAbdulla presented the bill to Tahir which was dishonoured. Abdullapaid Rs.40 as noting charges. Five days after the dishonour of hisacceptance Tahir settled his debt by making a payment of Rs.18,700including interest and noting charges.Record the necessary journal entries in the books of Abdulla and Tahir.Also prepare Tahir's account in the books of Abdulla and Abdulla'saccount in the books of Tahir.

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46.

\left. \begin{array} { l } { \text { ven log } 2 = 0.30103 , \quad \operatorname { log } 3 = 0.47712 } \\ { \operatorname { log } ( 1 \frac { 8 } { 27 } ) ^ { 1 / 2 } } \end{array} \right.

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47.

.5b) Find the derivation ofW. r. Ir,Sinx

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48.

1Ifx.2 Ă­s a solution of Ks../2r-4.0then find the value of K

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put x =✓2 in the given equationKx²+✓2x-4 = 0so K (✓2)² + ✓2 × ✓2 -4 = 0 2K -2 =0 K = 1

49.

The sum of the svs of two Cansicutte ven natunn is 244 find th nouen

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50.

SRR eLo ksनी i B, 0. हापक 3. ५1५ जि्वि ७.हे रिक 1 का

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