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. |
In Fig.9.23, E is any point on median AD of aA ABC. Show that ar (ABE)- ar (ACE).1. |
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| 2. |
In Fig.9.23, E is any point on median AD of aA ABC. Show that ar (ABE) ar (ACE).1. |
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| 3. |
1.In Fig.9.23, E is any point on median AD of aA ABC. Show that ar (ABE) ar (ACE). |
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| 4. |
EXERCISE 11.2Construct a triangle ABC in which BC 7cm, B 75 and AB +AC 13 cm. |
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| 5. |
60°In the given Figure, find the measures of PRQ and ZPRT.55° |
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Answer» thank you |
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| 6. |
I have a total of? 300 in c ins,of denominationき1,? 2 and 5. Thenumber of 32coins is 3 times thcoins is 160, How many coins of each denomination are with me?e number off5 coins. The total number oftition degide that a winner in the |
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Answer» let the no. of rs 5 coins be x & the no. of rs 1 coin be y & no. of rs 2 coins be 3 x a.q.t total no. of coins = 160 x + 3x+y = 160 4x + y = 160 eq. 1 again a.q.t total rs = 300 5x + 2(3x) + 1y = 300 11x + y = 300 eq. 2 by elimination method on subtracting both the equations 4x + y = 160 -11x -y = -300 =-7x =-140 x =20 on putting the the value of x in eq 2 4(20) + y =160 80 + y = 160 y =80 now, no of rs 2 coins = 3(20) = 60 no. of rs 5 coins = 20 no. of rs 1 coins=80 it should not be done with two variables |
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| 7. |
e) Number of boys to the total number ul s1I. Out of 1800 students in a school, 750 opted basketball, 800 opted cricket and remaopted table tennis. If a student can opt only one game, find the ratio of(a) Number of students who opted basketball to the number of studentswhotable tennis.(b) Number of students who opted cricket to the number of students opting baske(e) Number of students who opted basketball to the total number of studentshall nens is3 56. Find the ratio of |
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Answer» thanks |
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| 8. |
13. In an election between two candidates 10% of thevotes polled are invalid. A candidate got 60% ofthe valid votes and won the election by a majority5,400 valid votes. Find the total number of validvotes.(a) 20,000 (b) 22,000(c) 24,000(d) 27,000(e) of these |
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Answer» 27,000 is the right answer of the following 27000 is the right answer 27000 is the answer of the following 27000 is right answer 27000 is correct answer. ₹27,000 is the answer of the question Correct answer is ₹27,000 of the following question answer |
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| 9. |
What is the ratio of 5 kg 100 g to 1 kg 300 g?r |
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| 10. |
40. 60, 75a) In Δ PQR the measures ofP and< Q are equal and m PRQ-70".Find the measures of the followingangles.i) m 2 PRTiii) m < Qil) m2 P |
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Answer» angle prt =110 angle p=35 angle q=35 |
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| 11. |
'प्रश्नावली 6.3आकृति 6.39 में, & ?0र की भुजाओं 00? और 1२0 कोक्रमशः बिंदुओं 5 और 7' तक बढ़ाया गया है। यदि« उगर - 135९ है और ८ एए1 7110 2 £PRQज्ञात कीजिए।कि2६ )135*110Qआकृति 6.39R |
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Answer» कृपा लाइक करें अगर सहायक हो |
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| 12. |
EXERCISE 13Assume π--, unless stFiná thé volume of a sphere whose radius is/ cm(ii) 0.63 m1l |
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Answer» volume of sphere is 4/3πr^3=4/3*22/7*7=29.33cm^3 thanks sister Hi |
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| 13. |
clo Exercise 2:13.UIN(1) 13 x Šw 3x10(ii) 36 |
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Answer» 26/5 is answer and 90/2 Is answer of second |
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| 14. |
A circle of radius 2 cm is cut out from a square piece of an aluminium6 cm, what is the area of the left over aluminium sheet? (Take π = 3.14)The circumference of a circle is 3l4cm Find th11.we conve!sheet of sidewhen12. |
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| 15. |
APAAMPAANP (AAS)Corresponding parts of cProvedEXERCISE 13AB and CD bisect each other at K. Prove that AC-BD1./K |
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| 16. |
b) prtl = 100(c) prt = 100x1(d |
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Answer» S.I is given by:-I= prt/100 |
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| 17. |
ythelene pouches 30 cm x 20 cm can be prepared from aHow many polrectangular polythelene sheet 25 m x 6 m?11 2500[2) 1500 |
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Answer» Let n no. Of pouches can be preparedThenn x 30 x 20 = 2500 x 600n = 25002500 pouches |
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| 18. |
m the given figurePOR-< PRQ, then prove thatPOS = <PRT. |
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| 19. |
Doubu1)find the decimal representation of |
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| 20. |
-16EXAMPLES Find the decimal representation of 26 |
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| 21. |
8. What percent is:(i) 300 g of 2 kg |
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Answer» p 2 Kg=2000gm.2000:300::100:? =(100×300)÷2000=30% your answer is 15 percentages answer of this question will be 30 percent X/100×1000=300X=300/10X=30 ANSWER - 30% 2 kg = 2000 g.2000×?/100 = 300?=300×100/2000?=30/2?=15 Ans. 2kg=2000g2000x?/100 =300?=300x100/2000?=30/2?=15 the answer is 15% 15% is the correct answer. Suppose its x percentage of 2kgNow we know that 1kg= 1000gmSo 2kg= 2000gNow2000*x/100= 3002000x= 300002x= 30X= 15 So answer = 15 percentage |
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| 22. |
186. Find the decimal representation of(2) |
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Answer» 16/45=0.35555555555555……… the correct answer is 16/45=0.35555555555555 0.3555555555 is the right answer |
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| 23. |
Then find ZBDCIn the given figure, Ps is the bisector of <QPR and PTL QRPRT-value of<SPT.1400 |
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| 24. |
find the simple interest on 6500 rupees at 8 percent from 5 January to 19 March |
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Answer» According to the question, Principal = 6500 Rate = 8% Time = 73 days Now, S.I=prt/100 =6500×8×73/365×100=104 Simple Interest will be 104 .Ans |
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| 25. |
Find the decimal representation of7y long division, we have |
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Answer» decimal representation22/7=3.14 find 5 rational nos between -2 and 5 |
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| 26. |
Write the first three digits of the decimal representation of the followingde B. J5 |
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| 27. |
Example3. İftane-2x (x + 1)then find the values of sin θ and cos θ2x +1 |
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Answer» Consider A as theta and solve |
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| 28. |
In Fig. 6.15, < PQR = 2 PRQ, then prove that <PQR = < PRT |
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Answer» Given, ∠PQR= ∠PRQ To prove:∠PQS= ∠PRT Proof: ∠PQR+∠PQS =180° (by LinearPair axiom) ∠PQS=180°– ∠PQR— (i) ∠PRQ+∠PRT= 180° (by Linear Pair axiom) ∠PRT= 180° – ∠PRQ ∠PRQ=180°– ∠PQR — (ii) [∠PQR = ∠PRQ] From (i) and (ii) ∠PQS= ∠PRT= 180°– ∠PQR ∠PQS= ∠PRT Hence, ∠PQS = ∠PRT |
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| 29. |
Find the smallest number that has to be subtracted from 256, so that it becomes exadivisible by 10?9. |
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Answer» 1 divide 256 by 10 2 the remainder will be=6 ans = 6(it is the smallest no which should be subtracted from 256 so that it is exactly divisible by 10) |
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| 30. |
of height 12 cm and base radius 6 cm, a cone ofheight 4 cm is removed by a plane parallel to the base. Find the total surface area of the remaining solid.[ Use π = and VS-22361224 cm12 cmó cm |
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| 31. |
. Draw a line, say AB take a point Coutside it. Through C, draw a line parallelExawsing nuler and compasses onlySou |
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| 32. |
Find the volume of the cylinder of height 4 cm, which is made by rolling a rectasheet 11 cm x4 cm.ngular |
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| 33. |
कः.. -307 p DIIN t IR L TR,=100 (c)prt=100x1 (&) R |
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Answer» simple interest =p*r*t/100I=prt/100prt=100xI |
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| 34. |
In fig., PS = PR, LTPS = LQPR. Prove that PT = PQ |
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| 35. |
In fig., PS PR, LTPS LQPR. Prove that PT PQ |
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| 36. |
In fig. tangent segments PS and PT are drawn to a circle with centre O such that< SPT120".Prove that OP= 2 PS |
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Answer» Consider ΔOPS and ΔOPTOS = OT ( radii)∠OSP = ∠OTP = 90 (tangents are perpendicular to the radii)SP = ST ( tangents to a circle from the external point are congruence)ΔOPS ≅ ΔOPT ( By SAS criterion)The corresponding parts of the corresponding triangles are congruent.∠OPS = ∠OPTsince ∠SPT = 120° and ∠OPS = ∠OPTwe have ∠OPS = ∠OPT = 60°∠POS = ∠POT = 30°Consider In a ΔPOSsin 30° = PS / OP1 / 2 = PS / OPOP = 2PS. |
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| 37. |
58 OP.。すOR & OS are 4 rays prove that LPOQ + < QOR +SOR+LPOS 360 |
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| 38. |
find the income on 8 percent stock of rs.1200 purchased at rs 120? |
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Answer» Face value= rs.1200market value=rs. 120dividend(income)= 1200×8 /100= rs.96 |
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| 39. |
find the value of p +q2+r |
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| 40. |
26.i)If cos2 θ-sin4θ, where 2θ and 4θ are acute angles, find the value of0. |
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| 41. |
THINKDiscussrwhich value of acute angle (i)cos θcos θsin θ 1+sin θ=41s true?For which value of0° < θ < 90°, above equation is not defined?1- |
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| 42. |
Q2. Decimal representation of 1/7 isa) 0.142857b) 0.142657c) 0.142867d) none of these |
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Answer» 1/7 = 0.142857142857...hence option a 0.142857 |
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| 43. |
7 th math book |
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Answer» what is your question what is your question seventh math book of DAV has answers on its back pearson math is best for 7 there are so many books for 7th classyou should use ncert bookand the book which is suggested by your maths teacher What is your question what is your questions |
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| 44. |
For any vector r , prove that ř = (r-i) i + (r-j) j+(r·k)k |
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| 45. |
1. If sin find the value of all T-ratios of e.2. If cos 0 = 25, find the values of all T-ratios of 0.3. If tan 0 = , find the values of all T-ratios of e.4. If cot 0 = 2, find the values of all T-ratios of e.5. If cosec 0 = V10, find the values of all T-ratios of .6. If sin 0 = "72, find the values of all T-ratios of e.7. If 15cot A = 8, find the values of sin A and sec A.8. If sin A = x, find the values of cos A and tan A. |
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Answer» sinA= √3/2cosecA=2/√3cos^2A= 1- sin^2A = 1-3/4 = 4-3/4=1/4cosA= √1/4=1/2secA= 2tanA= sinA/cosA = √3/2 / 1/2 = √3cotA= 1/√3 |
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| 46. |
Draw a diagram to illustrate the following.A line AB parallel to CD and at a distance of 2 cm from each other.(ii) A line segment PQ of 5 cm bisected by a line p at a point C. |
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Answer» Mark one specific question to be solved please! |
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| 47. |
amples:Find the value ofsin2 45° + cos 30tan 45° |
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Answer» sin²(45°) + cos²(30°) + tan(45°) 1/(√2)² + (√3/2)² + 1 1/2 + 3/4 + 1 3/2 + 3/4 (6+ 3)/4 9/4 |
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| 48. |
If both (x-2) and (x-1) are factors of px2 + 5x + r, prove that p = r. |
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| 49. |
+ sin2 85 + cos2 45° |
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| 50. |
30+cos60° |
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Answer» 30+cos 60=30+1/2=30.5 |
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