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. |
Q1. Choose the correct answer.(i) The modulus of 1 + iv3 isa) s2 b)-1c)2d) 0Jie |
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Answer» c is the correct answer c) 2 is the right answer of the following |
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| 2. |
(1) 22 - 7x +3=09 |
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Answer» x= 3, 1/2 is the right answer x=1/2,3 is the correct answer x= 1/2,3 is correct answer x=3 and 1\2 is the correct answer x=1/2,3 is the correct answer x=3, 1/2 is correct answer. x= 3, 1/2 is the correct answer x=1/2and 2 is the correct answer |
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| 3. |
61.) If one geometric mean G and two A.Ms p and q beinserted between two given quantities then(2p- q)(2q-p) equalsG2(3) 2G2(4) 2G |
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| 4. |
Four integers are added to a group of integers 3, 4, 5, 5 and 8 and the mean, median, andmode of the data increases by 1 each. What is the greatest integer in the new group ofintegers? |
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Answer» Solution:-The given integers are 3, 4, 5, 5 and 8.Mean = (3 + 4 + 5 + 5 + 8)/5= 25/5Mean = 5Median = 5 and Mode = 5 (Mode is the most frequently occurring value)After adding 4 integers, mode is increased by 1,Therefore, the new mode is 6.Since, the mode is most frequently occurring value, there 6 must be added at least three times.So, the new set of integers will be 3, 4, 5, 5, 6, 6, 6, 8 and x.Let the 4th integers be 'x'.And the new mean is 6.6 = (3 + 4 + 5 + 5 + 6 + 6 + 6 + 8 + x)/9(43 + x)/9 = 643 + x = 54x = 54 - 43x = 11So, greatest of the four integers that are added is 11. |
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| 5. |
a2 baThe condition for the lines whose equations are ax + biy+ Gintersecting, ifa 02a2 |
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| 6. |
(A) 1020-g2-g2=?5 *553, |
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| 7. |
ही... «० “1. ं1 09. 52. (दर 0१० सर (-|90 |
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Answer» 5a(2-a) + 6a²+12a= 10a - 5a² +6a² +12a= a² +22a= a(a+22)Please hit the like button if this helped you. |
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| 8. |
7865321-1133312 ⢠|
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| 9. |
\frac{1-\frac{64}{113}}{1-\frac{49}{113}}= |
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Answer» 1 - 64/113 ÷ 1 - 49/113 = 49/113 ÷ 64/113 = 49/64 |
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| 10. |
23. Find the length of the longest pole that can be put in a room ofdimensions (10m × 10m ×5m):7. R. |
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| 11. |
1 + 0८059 + 09 _ 1+ झंए 91+cosb-sin® 0088pr— - & 13 4 00 . |
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Answer» RHS= 1+sin theta/cos theta |
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| 12. |
09 :णू5- ०0६ :5००+ ० AT T (1) |
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Answer» 2*tan²45+cos²30-sin²60=2*(1/2)+(3/4)-(3/4)=1 |
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| 13. |
zf(a丿nC.tz =84nC h-1-86andnCan? 1 2G,thahnequal几(CI η 213 |
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| 14. |
Four integers are added to a group of integers 3,4,5,5 and 8 and the mean, median, andu h data increases by l each. What is the greatest integer in the new group ofmode of theincrintegers |
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| 15. |
|एक नदी के ऊपर एक पुल नदी के तट के साथ 45 का कोण बनाता है। यदि नदी के ऊपर पुल की लम्बाई 150 मीटर हो तोकी चौडाई होगी(4) 75 मीटर(B) 502 मीटर (C) 150 मीटर (D) 752 मीटर |
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Answer» correct answer is D 75√2 humein hindi nahi ati |
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| 16. |
150 -4) - 2(9 -9+50 +6 |
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Answer» thanks |
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| 17. |
(B)2(C) 31'etween two numbers a and b and G, G2 be two G.M.s between same tuoA, +A2G,.G2numbers, thenab |
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Answer» A1 , A2 are inserted bw a,b ... total terms now are 4 ... let common difference is d then a+(n-1)d = b a+(4-1)d = b 3d = b-a .................1 second term is A1 = a+d third term is A2 = a+2d A1+A2 = 2a+3d = 2a+b-a (by using 1) =a+b now if A1,A2 are Gm's bw a,b then arn-1= b ar3= b r3= b/a ............2 2nd term is A1 = ar third term is A2 = ar2 A1A2 = a2r3= ab (by using 2) now A1+A2/A1A2 = a+b/ab |
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| 18. |
23 A train travels at a certain average speed for a distance of 63km and then travels at a distance2km at an average speed of 6km/hr more than its original speed. If it takes 3hours to cor pletetotal journey, what is the original average specd? 6ä¸+3 |
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| 19. |
BECOMPOSED?plete the riddle belowFind the area of the triangle below5.4m/ 14.5m7.5mam |
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Answer» Area of triangle = 1/2 × base × height = 1/2 × 9 × 4.5 = 20.25 m² |
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| 20. |
x^{2}+9 x+20 |
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Answer» ye polynomial ka question hai |
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| 21. |
09tendion1Circles with centre pand 8 and radii alemand 6.3 cm touch each other externally.they find the distance Pando. |
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Answer» answer is 11.... because let the touching point of both the circle be R and then PR+RQ =PQ.6.3+4.7=11cm |
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| 22. |
x ^ { 2 } + 9 x + 20 |
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| 23. |
2) 3218)2236 7 s255 920 1503 502424) 411) 393) 362) 72 |
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Answer» The middle number is the product of numbers obtained by adding numbers opposite to each other.Therefore answer will be(2+1) x (6 +6) = 36. wrong answer that concept not in any some |
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| 24. |
एक विधालय मे 500 विधारथी है जिनमे से 85 परतिशत लड़कि है तो बताऔ 500 मे से लड़के कितने है |
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Answer» 85% of 500 is 425 so girls are 425 boys= 500-425= 75 |
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| 25. |
a nfind the db etween2g and 25 |
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Answer» 25/30-4/28= 5/6-1/7= (35-6)/42= 29/42 |
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| 26. |
madi2 9 20 having a com |
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| 27. |
A eylinder is 2 m long and has its diameter 1.4 cm. Around the curved surface ofcylinder a wire 0.5 cm in diameter has been wrapped so that it may cover it comFind the length and volume of the wireplete |
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Answer» length: 2m =200cm:height=200cm diameter: 1.4cmradius: 0.7cm volume: πr^2h:22/7×0.7×0.7×20022×7×2:22×14:300cm^2 the volume of the cylinder is 300cm^2 |
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| 28. |
For G.P. if a-3 and r- 2, find S1o |
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Answer» S=a(r^n-1)/(r-1)S10=3(2^10-1)/(2-1)S10=3(2^10-1) |
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| 29. |
(i) For an A.P., find S1o if a 6 and d 3. |
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| 30. |
For the sequence S, =what is the value of S1on+1101310(A)(B) 10 |
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| 31. |
(d)Ravi purchased 5kg 400gram potato, 2kg 20gram tomato and 10kg850gram Rice,find thetotal weight of his purchasčť. |
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Answer» Total weight of his purchase=5kg 400 gram+2 kg 20 gram +10 kg 850 gram=18 kg 270 grams |
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| 32. |
320/500 |
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Answer» 320/500=32/50=16/25=(4*4)/(5*5)=0.64 |
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| 33. |
The measure of an angle for which the measureof the supplement is four times the measure ofthe complement is1. |
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Answer» Let the angle bex We know that supplement of an angle = 180-x Complement =90- x Supplement = 4(complement) 180-x =4(90-x) 180-x= 360–4x 3x =180 x=60 Hence the angle is 60 Supplement =120; Complement = 30 |
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| 34. |
(480 + x) (320+ x) |
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Answer» thanks you |
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| 35. |
80x+80x=320 then x=? |
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Answer» x=2 is the right answer |
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Q6. Two Body of masses 1kg & 2kg having coordinatei,i) & (2,2), find com? |
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Answer» thanku |
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| 37. |
41. FindFind the solution of 2sin x +sin22x 2ă . |
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Answer» part 1 part 2 |
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| 38. |
and 25- 4. Find the measure of 41 and 25 |
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Answer» <1=<5 (corresponding angle)120-2x=4x120=4x+2x120=6xx=120/6x=20<1=<5=20 thanxxx |
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| 39. |
x+2y = 53x+ 5y = 13By graphical method |
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Answer» red line is x + 2y = 5Blue line 3x + 5y = 13 Arre solve toh karo So point of intersection is x = 1 and y = 2, which is solution. |
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| 40. |
x Q. 4. Write electronic structure of propyne.(1 mark) |
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| 41. |
For an A.P. a10 41, S1o 320, find an, Sn. Evaluate: |
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| 42. |
500 BCBCAn atom can contain protons which have a positive charge (+) and electrons whehave a negative charge (-). When an electron and a proton pair up, they beconneutral (0) and cancel the charge out. Now, Determine the net charge:5 electrons and 3 protons -5+3=-2 that is 2 electrons e(ii) 6 Protons and 6 electrons(ii) 9 protons and 12 electrons(iv) 4 protons and 8 electrons(V) 7 protons and 6 electrons1. What2. -70+ |
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Answer» electron=(-) , proton=(+)(2.) 6-6=0 no charge(3.) 9-12=(-3) ,3 electrons(4.) 4-8=(-4) , 4 electrons(5.) 7-6=(+1), 1 proton. Its right !!!! Absolutely right !!! |
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| 43. |
Write electronic confideration of all the Actinide elements |
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Answer» Generally lanthanides and actinides have electron configurations that follow the Aufbau rule. There are some exception, in a few of the lanthanide and actinide elements. The electronic configuration of the lanthanoids is4f1-145d0-16s2 Lanthanum, the d-block element preceding this series, has the electronic configuration [Xe]5d16s2. The reason why gadolinium has a 5d1arrangement is that this leaves a half-filled 4f subshell, Lutetium has a 5d1arrangement because the f subshell is already full.General electronic configuration of actinoids is5f1-146d0-17s2 The difference in energy between the 5f and 6d orbitals is small for the first four elements, thorium, protactinium, uranium and neptunium, the electrons in these elements and their ions may occupy the 5f or the 6d levels, or sometimes both. The reason why curiumhas a 6d1arrangement is that this leaves a half-filled 5f subshell, Lawrencium has a 6d1arrangement because the f subshell is already full. [Rn]5f^(1-14)6d^(0-1)7s^2 |
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12.WriteEuelid'sdiviĹĄionleinili13Write the quadratic polynomial whose sum and product of zeroes are m't n and mn |
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| 45. |
20. In the given figure, AABC and AABD are such that AD - BC, 41-2and 43 44. Prove that BD AC.24 |
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| 46. |
Find a quadratic polynomial whose sum and produstof zeros are lW3 and AVS |
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Answer» Sum=1/3Product=-1/3 Equation=x²-Sx+Px²-x/3-1/3=0 3x²-x-1=0 |
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| 47. |
31. Find the Quadratic Polynomial whose sum and product of roots are -3 and 2 respectively. |
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| 48. |
Find a quadratic polynomial whose zeroes are - and 1/4.Sum1 |
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Answer» Sum of zeroes is q-1/q=q^2-1/qand product is -1hencepolynomial is x^2+(sum of roots)x-(product of roots)=x^2+(q^2-1/q)x+1 |
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| 49. |
Exercise 11.2A train running at a speed of 80 km/h can cover a certain distance in 45 minutes. How long willit take to cover the same distance if its speed is increased1.by 10 km/h? |
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Answer» speed is 80 km/h so in 45 min covered distance is 60 km. speed is increased by 10 so new is 90km/h so to cover 60 km require time is 40 min. formula what is the formula of this question and answers |
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| 50. |
डा TE 2xcl T4 ane densio o a cix tle KiH Loltesnal phist T frove that <PTR = 540Ph |
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Answer» Let the radius of the bigger circle be 'R' and the radius of the smaller circle be 'r'.It is given that R=5cm=OB and r=3cm=OD and AB is the chord whose length we have to find.AD=BD and OD⊥AB(radius is perpendicular to a chord and it divides the chord into two equal parts)therefore, ΔODB is a right angled trianglewhere, OD²+BD²=OB² (3)²+BD²=(5)² 9+BD²=25BD²=25-9BD²=16BD=4cm Since AD=BD=4cm therefore, AB=AD+BD AB=4+4 AB=8cm |
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