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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. |
A man travels 430 kilometres in, partly by rail and partly by steamer. He spends 10 hours more time on steamer. If the velocity of the steamer is 25km/hr and the velocity of rail is 65 km/hr, how much distance does he cover by steamer?1). 360 km2). 300 km3). 450 km4). 540 km |
| Answer» OPTION 2 is the ANSWER | |
| 2. |
sinA/(1 + cos A) is equal to1). (cosecA- cotA)2). (cosecA + cotA)3). √[(cosecA- cotA)]4). √[(cosecA + cotA)] |
| Answer» | |
| 3. |
What is the value of sin -300°?1). 12). -$\frac{√3}{2}$3). -$\frac{1}{2}$4). $\frac{√3}{2}$ |
| Answer» RIGHT ANSWER for this QUESTION is OPTION 4 | |
| 4. |
If cos3A = X, then value of X?1). $4cos^{3}A$ - 3cosA2). $4cos^{3}A$ + 3cosA3). 3cosA - $4cos^{3}A$4). 3cosA + $4cos^{3}A$ |
| Answer» | |
| 5. |
An engineering student has to secure 24% marks to pass. He gets 61 and fails by 29 marks. What is the maximum marks for that exam?1). 375 marks2). 400 marks3).425 marks4). 450 marks |
| Answer» HELLO, 375 MARKS is CORRECT | |
| 6. |
What is the value of sec $\frac{ 4π}{3}$ ?1). 22). -23). $\frac{2}{√3}$4). $\frac{-2}{√3}$ |
| Answer» | |
| 7. |
$\frac{(secA - tanA)}{(cosecA + cotA)}$ is equal to1). $\frac{(secA - cotA)}{(cosecA + tanA)}$2). $\frac{(secA - cosA)}{(cosecA + sinA)}$3). $\frac{(cosecA - cotA)}{(secA + tanA)}$4). $\frac{(secA + cosA)}{(cosecA - sinA)}$ |
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Answer» it from PREVIOUS year ssc papers, option 3 is the RIGHT ANSWER |
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| 8. |
If $\frac{cosA}{(1 - sinA)} = x$, then the value of x is1). secA - tanA2). cosecA + tanA3). secA + tanA4). cosecA - tanA |
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Answer» This QUESTION was asked some where in PREVIOUS year papers of ssc, and correct ANSWER was secA + TANA |
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| 9. |
To cover a distance of 216 km in 3.2 hours, what should be the average speed of the car in meters/second?1). 67.5 m/s2). 33.75 m/s3). 37.5 m/s4). 18.75 m/s |
| Answer» | |
| 10. |
If cosAcotA/(1 sinA)= x, then the value of x is1). 1- cosecA2). 1 + cosecA3). 1 + secA4).1 -secA |
| Answer» HELLO, 1 + COSECA is CORRECT | |
| 11. |
What is the simplest form of (1 + cosA)(cosecA - cotA)?1). cosA2).tanA3). cotA4).sinA |
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Answer» = (1 + cosA)(1 - cosA) / SIN A =(1 - cos^2 A) / sin A = sin^2 A / sin A = sin A |
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| 12. |
A missile travels at 1260 km/h. How many metres does it travel in one second?1). 332 metres2). 369 metres3). 384 metres4). 350 metres |
| Answer» 350 METRES : - OPTION 4 | |
| 13. |
If $\frac{1}{√(cosec²A - 1)}$ = x, then value of x is 1). cotA2). tanA3). sinA4). cosA |
| Answer» OPTION 2 : SEEMS CORRECT | |
| 14. |
Two cars travel from city A to city B at a speed of 36 and 48 km/hr respectively. If one car takes 3 hours lesser time than the other car for the journey, thenthe distance between City A and City B is1). 518 km2). 432 km3). 648 km4). 346 km |
| Answer» | |
| 15. |
Two cars travel from city A to city B at a speed of 42 and 60 km/hr respectively. If one car takes 2 hours lesser time than the other car for the journey, thenthe distance between City A and City B is:1). 336 km2). 280 km3). 420 km4). 224 km |
| Answer» OPTION 2 is the correct ANSWER as per the answer KEY | |
| 16. |
What is the value of sin $\frac{-7π}{4}$?1). $\frac{-1}{√2}$2). $\frac{2}{√3}$3). $\frac{1}{√2}$4). $\frac{-2}{√3}$ |
| Answer» RIGHT ANSWER is $\FRAC{1}{√2}$ | |
| 17. |
If $\frac{secA}{(secA - 1)} + \frac{secA}{(secA + 1)} = x$, then x is1). $2cosec^{2}A$2). $2sec^{2}A$3).2cosecA4).2secA |
| Answer» | |
| 18. |
A missile travels at 1116 km/h. How many metres does it travel in one second?1). 360 metres2). 368 metres3). 310 metres4). 348 metres |
| Answer» CORRECT ANSWER is: 310 METRES | |
| 20. |
Two cars travel from city A to city B at a speed of 36 and 54 km/hr respectively. If one car takes 3.5 hours lesser time than the other car for the journey,then the distance between City A and City B is1). 454 km2). 567 km3). 302 km4). 378 km |
| Answer» OPTION 4 : SEEMS CORRECT | |
| 21. |
If 1 + secA = x, then the value of x is1). $\frac{sinAtanA}{(1 + cosA)}$2). √[$\frac{sinAtanA}{(1 - cosA)}$]3). $\frac{sinAtanA}{(1 - cosA)}$4). √[$\frac{sinAtanA}{(1 + cosA)}$] |
| Answer» OPTION 2 : √[$\FRAC{sinAtanA}{(1 - COSA)}$] is CORRECT | |
| 22. |
What is the value of cosec $\frac{3π}{4}$?1). -√22). √23). $\frac{2}{√3}$4). -$\frac{2}{√3}$ |
| Answer» OPTION 2 : √2 is CORRECT | |
| 24. |
In a rectangle _____.1).Consecutive angles are congruent as well as supplementary2).Diagonals are perpendicular to each other3).Diagonals bisect opposite angles4).Diagonals are not equal |
| Answer» OPTION 1 is the RIGHT ONE | |
| 25. |
Two numbers are 50% and 80% lesser than a third number. By how much percent is the second number to be enhanced to make it equal to the firstnumber?1). 150percent2). 60percent3). 30percent4). 37.5percent |
| Answer» ANSWER for this QUESTION is OPTION 1 | |
| 26. |
If $\frac{(1 + cosA)}{(1 - cosA)}$ = x, then x is1).$\frac{cot^{2}A}{(secA - 1)^{2}}$2).$\frac{cot^{2}A}{(secA + 1)^{2}}$3).$\frac{tan^{2}A}{(secA + 1)^{2}}$4).$\frac{tan^{2}A}{(secA - 1)^{2}}$ |
| Answer» | |
| 27. |
If cotA + cotB = x, then value of x is1). $\frac{(cotAcotB +1)}{(cotB - cotA)}$2). $\frac{(cotAcotB +1)}{(cotB + cotA)}$3). $\frac{(cotAcotB-1)}{(cotB + cotA)}$4). $\frac{(cotAcotB -1)}{(cotB - cotA)}$ |
| Answer» OPTION 3 is the RIGHT ANSWER | |
| 28. |
If tan$\frac{A}{2}$ = x, then the value of x is1). $\frac{sinA}{(1 - cosA)}$2). $\frac{sinA}{(1 + cosA)}$3).√[$\frac{sinA}{(1 + cosA)}$]4).√[$\frac{sinA}{(1 - cosA)}$] |
| Answer» RIGHT ANSWER for this QUESTION is OPTION 3 | |
| 29. |
If cos 45° - sec 30° = x, then value of x is1). $\frac{1+\sqrt{2}}{2}$2). $\frac{(2\sqrt{2}-\sqrt{3})}{2}$3). $\frac{\sqrt{3}-2\sqrt{2}}{\sqrt{6}}$4). $\frac{4}{\sqrt{3}}$ |
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Answer» Right ANSWER for this question is $\frac{\sqrt{3}-2\sqrt{2}}{\sqrt{6}}$ |
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| 30. |
If tanA + tanB = X, then the value of X is1). $\frac{(tanA - tanB)}{(1 + tanAtanB)}$2). $\frac{(tanA + tanB)}{(1 - tanAtanB)}$3). $\frac{(tanA + tanB)}{(1 + tanAtanB)}$4). $\frac{(tanA - tanB)}{(1 - tanAtanB)}$ |
| Answer» CORRECT ANSWER is: OPTION 2 | |
| 31. |
What is the value of sin $\frac{5π}{3}$?1). $\frac{√3}{2}$2). $\frac{2}{√3}$3). $\frac{1}{√3}$4). $\frac{-2}{√3}$ |
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Answer» $\FRAC{√3}{2}$ is the CORRECT answer as PER the SSC answer key |
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| 32. |
If $cos\frac{2π}{3c} = x$, then the value of x is1). -$\frac{1}{2}$2). $\frac{1}{2}$3).$\frac{√3}{2}$4). - $\frac{√3}{2}$ |
| Answer» | |
| 33. |
If cosec$\frac{-4π}{3}$ = x, then the value of x is1). √22). $\frac{2}{√3}$3).-√24). $\frac{-1}{√3}$ |
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Answer» it from previous year ssc PAPERS, OPTION 2 is the right ANSWER |
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| 34. |
At least two pairs of consecutive angles are congruent in a _____.1). Parallelogram2). Isosceles trapezium3). Rhombus4). kite |
| Answer» ISOSCELES TRAPEZIUM : SEEMS CORRECT | |
| 35. |
The mean of marks secured by 45 students in division A of class X is 69, 65 students of division B is 65 and that of 50 students of division C is 63. Findthe mean of marks of the students of three divisions of Class X.1). 65.52).64.83). 64.14).66.9 |
| Answer» | |
| 36. |
$\frac{1}{secA+tanA}$ is equal to1). cosecA - cotA2). sinA - cosA3). secA - tanA4). sinA + cosA |
| Answer» SECA - TANA | |
| 37. |
The cross section of a canal is in the shape of an isosceles trapezium which is 4 m wide at the bottom and 5 m wide at the top. If the depth of the canalis 2 m and it is 120 m long, what is the maximum capacity of this canal?1).2160 cubic mts2).3240 cubic mts3). 4320 cubic mts4). 1080 cubic mts |
| Answer» | |
| 38. |
The mean of marks secured by 60 students in division A of class X is 64, 40 students of division B is 60 and that of 60 students of division C is 58. Find themean of marks of the students of three divisions of Class X.1). 60.052). 59.353). 62.154). 60.75 |
| Answer» | |
| 39. |
$ tan\frac{A}{2}$is equal to1). $\frac{tanA}{1+ secA}$2). $\frac{1}{cosecA + cotA}$3). $\frac{tanA}{1+ cosecA}$4). $\frac{1}{secA+ cotA}$ |
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Answer» it from previous year ssc papers, OPTION 1 is the right ANSWER |
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| 40. |
A factory buys 7 machines. 2 Machine-A, 4 Machine-B and rest Machine-C. Prices of the machines are Rs 56000, Rs 45000 and Rs 30000 respectively.Calculate the average cost of these machines.1). 460002). 43666.663). 41333.334).44500 |
| Answer» | |
| 41. |
A rectangular swimming pool of length 30 m and breadth 15 m has a uniformly sloping floor. It is 1 m in depth on one end of its length and 2 m at the other.How much water is needed to completely fill this pool?1). 1350 cubic mts2). 2025 cubic mts3). 675 cubic mts4). 2700 cubic mts |
| Answer» | |
| 42. |
By increasing the price of entry ticket to a fair in the ratio 9:13, the number of visitors to the fair has decreased in the ratio 7:4. In what ratio has the totalcollection increased or decreased?1). increased in the ratio 52:632). increased in the ratio 36:913).decreased in the ratio 63:524). decreased in the ratio 91:36 |
| Answer» HELLO,DECREASED in the RATIO 63:52 is CORRECT | |
| 43. |
If $cosec^{4}A - cosec^{2}A$ = x, then value of x is?1). $tan^{4}A+ tan^{2}A$2). $cot^{4}A + cot^{2}A$3). $cot^{4}A - cot^{2}A$4). $tan^{4}A - tan^{2}A$ |
| Answer» CORRECT ANSWER is: $COT^{4}A + cot^{2}A$ | |
| 44. |
A does 80% of a work in 20 days. He then calls in B and they together finish the remaining work in 4 days. How long B alone would take to do the wholework?1). 12.5 days2). 100 days3). 22.5 days4). 35 days |
| Answer» HELLO, 100 DAYS is CORRECT | |
| 45. |
Painter A can paint a house in 40 days and Painter B can do it in 60 days. With help of C, they did the job in 20 days only. Then, C alone can do the job in1). 120 days2). 20 days3).225 days4). 15 days |
| Answer» | |
| 46. |
Pannalal has done $\frac{1}{3}$rd of a job in 20 days, Saiprasad completes the rest of the job in 10 days. In how many days can they together do the job?1). 12 days2). 6 days3). 3 days4). 24 days |
| Answer» | |
| 47. |
Abhinav is 2 times as good a workman as Balwant and therefore is able to finish a job in 36 days less than Balwant. Working together, they can do it in1). 12 days2). 6 days3).18 days4). 24 days |
| Answer» OPTION 4 is the ANSWER | |
| 48. |
P and Q can do a project in 20 and 12 days respectively. In how many days can they complete 40% of the project if they work together?1). 1.5 days2).3 days3). 6 days4).9 days |
| Answer» OPTION 2 is the ANSWER | |
| 49. |
Prabhat has done$\frac{1}{2}$ of a job in 12 days. Santosh completes the rest of the job in 6 days. In how many days can they together do the job?1). 12 days2). 4 days3). 8 days4). 16 days |
| Answer» OPTION option 3 is the CORRECT ANSWER | |
| 50. |
Mandar works 3 times as fast as Samarth. If Samarth can complete a job alone in 28 days, then in how many days can they together finish the job?1).4 days2). 5 days3). 8 days4). 7 days |
| Answer» | |