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. |
EXERCISE 100ai had 13 L of milk. She gave 750 mL to each of her 3 childrenand made butter with the rest. How much milk was made into butter?Total Milk= 13 kgHer |
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Answer» Total Milk =13LTotal milk use =750*3=2250 mLthen = 2.250Lmake butter = 13-2.250 = 10.750LFinally answer is 10.750L 1L=1000ml13L=13000ml 750ml to each children that means (750×3=2250ml) in total is given. Remaining milk = 13000-2250 =10750ml =10.75LTherefore 10.75L milk was made into butter she maked butter of 9 L 750 ml 10.750 L. is a right answer 10.75 L milk was made into butter correct answer is 9 L 750 ml Total Milk=13LTotal Milk Use =750*3=2250MLthen =2.250Make Butter=13- 2.250 =10.750L Is the right answer for this questions.... She also maked butter of 9L 750ml Your correct answer is 10.750L Total milk=13L So,13L =13 * 1000ml =13000mlMilk that she give her 3 childrens =750ml*3 =2250mlRemaining milk =13000ml -2250ml= 10750ml = 10 l 750 ml (ans ) 10.750L is the right answer. 10.750 L milk was made into butter Total milk=13lTotal milk use=750×3=2250 mlthen=2.250 lmake butter=13-2.250 =10.750 l answer. 10.750l is correct result.. herbal had milk=13l 750×3 =2250 ml so now makes butter =13-2.250l =10.750l is left over with him 10.75l is the correct answer heerabai had 13 L of milk in ml = 1300 then she gave 750 ml then 1300 - 750 =1150 ml 13L = 13000ml13000-(750)313000-225010750mlor 10.75Land you explain thik Qus batter then me 👍 10.750 l is the right answer 10.750l is the answer Total Milk =13LTotal milk =750*3=2250 mLthen =2.250Lmake butter =13-2.250 =10.750LFinally answer is =10.750L 10.75L is correct and best answer please accept as a best 👍👍👍🥺🥺 she made butter using 10.750L |
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| 2. |
Two circles of radii 5 cm and 3cm intersect at two points and the distance between their centres is 4cm. find the length of the common chord |
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| 3. |
sqrt(11)*(text*(Y*(w*(h*(e*n))))) %2B 3*y^3 - 4*y=2 |
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| 4. |
Ascending and descending order1. Ring the biggest number in blue and the smallest number in red.a 13 17 51 86 b) 93 54 289 23 35 4418 42 17 |
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| 5. |
(1) 0%+ 10y के 24) ने हुए के 4) |
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| 6. |
|77. Tincl 1lit letter which will it in the pritiof the question mark (?).नउस अक्षर को बनाये जो 7(?) के स्थान पर आएगा। |
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Answer» r is the correct answer |
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| 7. |
HW (d) 35 + (-17)(g) - 13 + (-23)(e) - 49 + (-11)(h) - 17 + 50(f) 28 + (-35)(i) - 41 + (-117) |
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Answer» (d) 35+(-17)=-595 (e)-49+(-11)=539,(f) 28+(-35)=-980 (g) -13+(-23)=299(h)-17+50=-850(i)-41+(-117)=4749 d) 35-17= this is the answer (d)=18,(e)=-60,(f)=-7,(g)=-36,(h)=33,(i)=-158 d-18; e-60 ;f- -7; g- -36 ;h-33 ;i- -158; |
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| 8. |
The blue triangle is half ofthe big rectangle. Area ofthe big rectangle is 20square cm. So the areaof the blue triangle issquare cm. |
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| 9. |
3. 4, 9, 17,?, 69, 139, 277(A) 28 (B) 35 (C) 42 (D) 51 (E) ofthese |
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| 10. |
EXERCISE 10.2t two circles are congruent if they have the same radii. Prove that eaRecagruent circles subtend equal angles at their centres.hat if chords of congruent circles subtend equal angles at theirProve tthe chords are equal.centres, |
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| 11. |
uDicnu equal angles at their centres.Prove that if chords of congruent circles subtend equal angles at their centres, thenthe chords are equal. |
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| 12. |
Prove that if chords of congruent circles subtend equal angles at their centrethe chords are equal. |
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| 13. |
1. 200 g=____% of 1 kg . |
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Answer» 1kg=1000g200*100/100020% |
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| 14. |
Prove that if chords of congruent circles subtend equal anglesthe chords are equal.2.at their centres, then |
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Answer» Two circles with centres O and O’AB = PQTo prove: ∠AOB =∠PO’QProof:InΔAOB andΔPO’QAB = PQ (Given)OA = O’P (Radii)OB=O’Q (Radii)HenceΔAOB ≅ΔPO’Q [By SSS Congruence property]⇒∠AOB =∠PO’Q[CPCT] ty prove the two triangles congruent by ASS axiom |
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| 15. |
Prove that if chords of congruent circles subtend equal angles at their centres, thenthe chords are equal. |
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| 16. |
Prove that if chords of congruent circles subtend equal angles at their centres, thenthe chords are equal |
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| 17. |
Findequationsofcirclesofradii 5 whose centres lie on x-axis and which pass through thepoint (2, 3) |
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| 18. |
that if chords of congruent circles subtend equal angles at their centres, thenProthe chords are equal.ve |
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Answer» thank you so much |
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| 19. |
2 Prove that if chords of congruent circles subtend equal angles at their centres, thenthe chords are equal. |
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| 20. |
W11 UTUU HUVILY.1. If ratio of two numbers is 31:23 and their sum is 216.Find these numbers. |
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Answer» Let the common multiple be X(31X/23X)31X+23X=21654X=216X=431X = 31(4)=12423X=23(4)=92 thanks let the first number be = 31x and the second number be= 23x their sum=216 so,31x+23x=21654x=216x=216/54x=4 hence,the first number= 31x = 31*4=124the second number=23x=23*4=92 |
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| 21. |
find the equation of the circle the end point of whose diameter are the centres of the circles x^2 + y^2 + 6x - 14y - 1 = 0 and x^2 +y^2 - 4x +10y - 2 = 0 |
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| 22. |
12. Find the equation of the circle, the end points ofwhose diameter are the centres of the circlesx2 + y2 +6x -- 14y - 1 = 0 andx2 + y2 - 4x + 10y-2=0. |
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| 23. |
1. Find the cube roota. 216 |
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Answer» cube root of 216 is 6. 6³= 6×6×6 = 216. |
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| 24. |
A pudding is made of 200 g sugar, 800 g eggs, 600g flour and 200 g dry fruits. What percent of sugaris present in the pudding? |
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Answer» Solution :- Sugar=200=200gmSugar+Eggs+Flour+DryFruit=200+800+600+200 =1800=1800gm Sugar Percentage=(200/1800)×100=0.1111×100=11.11% solution :200=200gm / sugar+eggs+flour+dryfruit=200+800+600+200=1800gm sugar percentage = (200/1800)×100= 0.1111×100 = 11.11 |
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| 25. |
Find the equation of the circle the end points of whose diameter are the centres ofthe circles x2 + 6x- 14y 1 0and + y 4r+ 10y 2 0.6x 14y 1 0 and x +4x 10y 2 0. |
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| 26. |
200*g |
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Answer» 1kg = 1000gto convert gram to kg = divided by 10001) 200 g = 200÷1000 = 0.2kg2) 3470 g = 3470÷1000= 3kg 470 g Conversion: 1kg =1000g(I)200g200/1000=0.2kg (ii)3470g3470/1000=3.47kg |
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| 27. |
Express in kg:(i) 200 g |
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Answer» 1 g=10^(-3)kgso 200g=200/1000=0.2kg 200×10^-3 I.e 0.2kg for you dear t2 |
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| 28. |
o) Priti allows 8% discount on the marked price of the suits and still makes a profitof 15%. If her gain over the sale of a suit is 156, find the marked price of a suit. |
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Answer» Gain % = 15% , Gain = 156CP = 156×100÷15= 1040.Gain % = 15% , CP = 1040SP = 100+15÷100×1040= 1196.SP = 1196 , Discount = 8 %MP = 100×SP÷100-Discount %= 100×1196÷100-8= Rs. 1300.So, Marked Price = Rs. 1300 |
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| 29. |
रठX e x4T8 g |
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Answer» (3×3×5×5×4)÷(7×8) = (9×25) ÷ (7×2) = 225/14 If you find this answer helpful then like it. |
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| 30. |
ब£ हण्2 1 A0ESO+1 AT+e09 T8< |
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Answer» LHS:(tan60°+1/tan60°-1)^2 =[(√3+1)/(√3-1)]^2=[(√3+1)(√3+1)/(√3-1)(√3+1)]^2=[(3+2√3+1)/(3-1)]^2=[(4+2√3)/2]^2 =[2(2+√3)/2]^2 =(2+√3)^2= 4 + 4√3 + 3= 7 + 4√3 RHS:(1 + cos30°)/(1 - cos30°)= (1 + cos30)^2/(1 - cos^2 30)= (1 + cos 30)^2/sin^2 30= (1 + cos^2 30 + 2cos30)/ sin^2 30= (1 + 3/4 + √3) /(1/4)= [(7 + 4√3)/4]/(1/4)= 7 + 4√3 LHS = RHS Hence proved |
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| 31. |
100 gaj kitne vargaj ko khte Hain? |
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Answer» 1 Gaj or square Yard= 9 square feetsimilar 100gaj= 900square feet |
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| 32. |
term.216Find the middle term of the A.P. 6, 13,20, |
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| 33. |
how to solve middle term |
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Answer» Assuming you asked this question for quadratic equation For example consider :4x² + 17x + 4 Now rule to split middle term is think two numbers whose sum is 17 and product is 16. So, observing gives the numbers are 1 and 16 4x² + 16x + x + 4 4x( x + 4) + 1 ( x + 4) ( 4x + 1) ( x + 4) |
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| 34. |
A Q. 13. Find the middle term of the A.P 6, 13, 20,.....216. [Board Term-2, Delhi 2015 (Set I, IID)] |
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Answer» A=6d=7Tn= a+ (n-1)d216=6+(n-1)*7n=31total no. of terms=31middle term=(31+1)/2 =16thT16= a+(16-1)d = 6+(15*7) =111therefore the middle term of the AP is111 answer |
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| 35. |
5. Find the difference between the compound interest and the simple interest for 2 years on8000 at 6% per annum compounded annually |
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Answer» Vro font thora chota kar do Bro font chota kar do kuch samagh nahi aa raha |
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| 36. |
Curved surface area of a cylinder is 1980 cm2 and radius of its base is 15cm. Find theheight of the cylinder. (-s. |
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| 37. |
3. The curved surface area of arved surface area of a cylinder is 1980 cm2. Find its height, if its radius is 14 cm. |
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| 38. |
222+554 |
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Answer» 222 + 554 = 776 is the answer thanks for your help |
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| 39. |
1222+554*245+21 |
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Answer» 1222+(554×245)+21=1222+135730+21=136,973 |
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| 40. |
20. Simple interest on a certain sum of money at9% is 450 in 2 years. Find the compoundinterest, on the same sum, at the same rate for1 year, if the interest is reckoned half yearly. |
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| 41. |
The amount on 3680 for 2years at6 1/4% pa, is- |
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Answer» I=(3680*2*25)/(4*100)=460so amount=3680+460=4140 |
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| 42. |
1111 %2B 555 |
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Answer» Too easy question = 11666 |
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| 43. |
() aaR T8 55558 N * ] |
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Answer» please don't mind the cuts |
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| 44. |
998 555 Plus kitne Hote Hain |
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Answer» 998+ 555=. 1543 is the answer hahagaha 1543 is the right answer ......... 1543 is the right answer...... good answer |
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| 45. |
3)find the H.C.E of 555 210. |
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Answer» Firstly we will find the hcf of 55 and 210 by applying Euclid's division algorithm 210>55*210=55x3+45........(1)*55=45x1+10.......(2)*45=10x4+5..........(3)*10=5x2+0..........(4)so, HCF is 5from equation 3 we have 5=45-(10x4) 5 = 45 – (55 – 45)*4. ( from equation 2) 5 = 45 – 55*4 + 45*4 5 = 45 *5 – 55*4 5 = (210 – 55*3) *5 – 55*4 5 = 210*5 – 55*15 – 55*4 5 = 210*5 – 55*19 5 = 210a + 55b where a = 5, b = –19 |
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| 46. |
Find the sum of series5+55+555+......……n terms |
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| 47. |
14 सेमी मुजा के वर्ग में बने अन्त: वृत्त की परिधि ज्ञात कीजिए। .....i Lo T SR L s T . |
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| 48. |
Write a Pythagorean triplet whose one member is.(ii) 14(ii) 16 |
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Answer» I)6Let 2m = 6m = 3 m²+ 1 = 3²+ 1= 9 + 1 = 10 m²- 1 = 32- 1 = 9 - 1 = 8 check: 6²+ 8²= 36 + 64 = 100 = 10² Hence, the triplet is 6, 8 & 10 ii) 14 Let 2 m = 14 m = 7 m²+ 1 = 7²+ 1 = 49 + 1 = 50 m²- 1 = 7²- 1 = 49 - 1 = 48 check: 14²+ 48²= 196 + 1304 = 2500= 50² Hence, the triplet is 14, 48, and 50 iii) 16 Let 2 m = 16, m = 8 m²+ 1 = 8²+ 1 = 64 + 1 = 65 m²- 1 = 82- 1 = 64 - 1 = 63 check: 16²+ 63²= 256 + 3969 = 4225 =65²Hence, the triplet is 16, 63 & 65Like if you find it in |
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| 49. |
10. Find a Pythagorean triplet whose one memberis 323. |
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Answer» When n is a member of a pythagorean tripplet then the triplet is : n² - 1 2n n² + 1 In our case n = 323 Doing the substitution we have : n² - 1 = 323² - 1 = 104328 2n = 323 × 2 = 646 n² + 1 = 104330 The tripplet is thus : 104328, 646, 104330 Read more on Brainly.in - https://brainly.in/question/5089154#readmore |
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| 50. |
EXERCISE 6.21. Find the square oi the following numbens.0) 32(v) 71(ii) 35(vi) 46Write a Pythagorean triplet whose one member is.(ii) 14(iii)862.0 6(ii) 16 |
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Answer» 32×32=102435×35=122586×86=739671×71=504146×46=2116 6,8,1014,48,5012,16,20 |
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