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. |
If 15 oranges horse rupees 70 what is the cost of 39 oranges and unitary method |
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Answer» For 15 oranges=70 FOR 1 = 70÷15 therefore for 1 ORANGE = ×39 |
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| 2. |
Chana ale vs 6-3) -Cho-tole sheria) |
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Answer» Step-by-step EXPLANATION: ..................9 |
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| 3. |
Right-angled triangle with measurements AB = 8 cm, BC = 6 cm and the includedangle as 90° |
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Answer» Answer: sorry please don't ASK INCOMPLETE QUESTIONS |
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| 4. |
Rationalize the denominator and simplify: 3/4+root 2 |
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Answer» Answer: Step-by-step EXPLANATION: MARK me as brainlist bro |
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| 5. |
Proove the root 2 and root 3 is an irrational number |
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Answer» Step-by-step explanation: from the EQUATION rhs=a^2+b^2/2ab is a RATIONAL and also ROOT3 also rational but our CONTRADICTION facts that root3 is IRRATIONAL |
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| 6. |
Find the orthogonal trajectory of x² + cy² = 1 |
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Answer» /* Do the DIFFERENTIATION both SIDES , we GET */ •••♪ |
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| 7. |
Answer me this plzfind the median fast |
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Answer» Step-by-step EXPLANATION: PLZ..REFER the above ATTACHMENT. |
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| 8. |
formulas of these lesson linear equation in two variables Quadratic equation Arithmetic progression statistics |
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Answer» arithmetic a2-a1 |
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| 9. |
What is the ratio of the heights of a triangle and a parallelogram if they have equal areas and are on equal bases? |
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| 11. |
Write the following as rational numbers in their standard forms:35% |
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Answer» Answer: 7/20 is the standard form of 35%. Step-by-step explanation: PLEASE make me as BRAINILIST. |
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| 12. |
Find the area of an isosceles right triangle whose equal sides are 15 cm each |
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Answer» HI friend area of triangle=1/2*BH = 1/2 *15*15=225/2=112.5cm |
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| 13. |
The circumference of a circle exceeds the diameter by 16.8cm find the circumference of the circle |
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Answer» CIRCUMFERENCE 2πr=2 *3.14.8.4 |
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| 14. |
3. An iron block is of the volume 182 m. If its length and breadth are 8 m and 6.5 m respectively. |
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Answer» So what I have to do here.... XD |
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| 15. |
Findthe centroid of triangleABC ifA(2,3) B (4,5) c) (0,0) |
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Answer» Answer: LET A (x1, y1), B (x2, y2) and C (x3, y3) are the three vertices of the ∆ABC . Let D be the midpoint of SIDE BC. Since, the COORDINATES of B (x2, y2) and C (x3, y3), the coordinate of the point D are (x2+x32, y2+y32). Let G(x, y) be the centroid of the triangle ABC. Then, from the GEOMETRY, G is on the MEDIAN AD and it divides AD in the ratio 2 : 1, that is AG : GD = 2 : 1. Therefore, x = {2⋅(x2+x3)2+1⋅x12+1} = x1+x2+x33 y = {2⋅(y2+y3)2+1⋅y12+1} = y1+y2+y33 Therefore, the coordinate of the G are (x1+x2+x33, y1+y2+y33) Hence, the centroid of a triangle whose vertices are (x1, y1), (x2, y2) and (x3, y3) has the coordinates (x1+x2+x33, y1+y2+y33). Note: The centroid of a triangle divides each median in the ratio 2 : 1 (vertex to base). |
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| 16. |
the mean of 15 numbers is 8.5 and means of 25 numbers is 11.5. Determine the mean of 40 numbers taken together |
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Answer» Answer: We know that:- MEAN of n observations = { sum of n observations } / n From here, Sum of n observations = mean × n Here, ACCORDING to given sum of FRIST 15 number = 8.5 × 15 = 127.5 & Sum of next 25 = 11.5 × 25 = 287.5 Here, Sum of Frist 40 = 127.5 + 287.5 = 415 Now, mean (Frist 40 observations) = 415 / 40 => 10.375 => 10.375 Answer Hope it HELPS.. :-) Step-by-step explanation: THANK U AND MEK AS BRAINLIST |
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| 17. |
Solution please fast |
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Answer»
LOG 3^x=log5^x+2 xlog3=(x+2)log5 xlog3=xlog5+2log5 log 25=x(log3-log5) ×=log25/log(3/5)
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| 19. |
Arrange and subtract the trinomial:1+4m+9m^2 from 4-m-5m^2 |
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Answer» Answer: 1+2m+9m^2from4-m-5m^2 4-m-5m^2-(1+2m+9m^2) 4-m-5m^2-1-2m-9m^2 |
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| 20. |
Triangleswer the following questions :4 x 4 = 16The first termof two A.P.s are equal and the ratios of their commondifferences is 1 : 2. If the 7th termof first A.P. and 21th term ofsecond A.P. are 23 and 125 respectively. Find two A.P.S.PPT-010[Turn over |
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Answer» Answer: hzjzjzhzjjzkzk Step-by-step EXPLANATION: nsnsjxnjxjxjjdjdjdjdhhdhhhdh CV hd HDH CV hsj in hi such Garrett ITCH nthfrrffffdffhxjcjfjf jj fjcjcjfjfkfkvkckfkgkflgkgkckglvkkvklglhhlglvkgkg OK ofofig g ok g ok g ok gogpgog ok LOOK ok govogogogogoggogogog po po ifhsjsjjxhxjxjxjjdjdjxjjxjxnjxbdhdbxbdhhdjdjjdjsjdjjdjsjjdjdjdjjsjsjsjjs |
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| 21. |
What is p(p(p(1.2))).plz answer. No spam.I have my exam today.Hope you will support. |
Answer» HI,Purchasing power parity (PPP) is an economic THEORY that allows the comparison of the purchasing power of various world currencies to one another. It is a theoretical exchange rate that allows you to buy the same amount of goods and SERVICES in every country.Hope it will helps u!!!THANKYOU ☜☆☞ |
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| 22. |
1. In the adjoining figure, PS || QR, PQ = SR. Prove that QT = RU. |
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| 23. |
Find the Equation of a live cutting offIntercepts from y-cries of the tingentat angle to the reanis is 3 |
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Answer» Answer: |
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| 25. |
The circumference of a circle exceed by 16.8cm find the circumference of the circle |
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Answer» Step-by-step EXPLANATION: CIRCUMFERENCE of CIRCLE EQUAL to 2πr 2*22/7*16.8=105.6 |
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| 26. |
Plot the point A(5, 5). Using a line tool, create with a length of 4 units from point A. Turn on the trace feature at point B, and move point B around point A, keeping the length of fixed. Capture the image, and paste or insert it in the space below. |
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Answer» Plotting a point A and TRACING a point B at 4 UNITS from A results in a CIRCLE. ▪The locus of a point at equal distance from a fixed point is a circle. ▪Point A is (5,5) and length of AB is 4 units This implies that the radius of circle is 4 units. ▪The point B can be swirled AROUND A keeping the distance AB constant. ▪The resulting figure is a circle. ▪This circle is plotted and attached below. |
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| 27. |
Arrange and subtract the trinomial: 1+4m+9m^2 from 4-m-5m^2 |
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Answer» Step-by-step EXPLANATION: ...................2 |
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| 28. |
To supplyA Social Welfaree Association decidesAssociation decidesI drinking water for the flood affected peop athe dreokoon water is filled in a water harwhich is in the shape of a cyliohemispherical ead as shown in fig theWhole length of the tank is 4.2 Metore doodiameter of base of the cylinder and two hemi--spheres are each 1.2m If they distributedrinking water to 60 people in a Container.I each is in the shape of cylinder radius 21cmand beight som find the quantity of waterleft in the tanker after distribution inlitre. |
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| 29. |
If sinθ =cosθ ,then find the value of cot^2θ +tanθsecθ +1. |
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| 30. |
A Social Welfare Association decides to supplydrinking water for the flood affected peoplethe drinking water is filled in a water tankerwhich is in the shape of a cylinder withhemispherical ead as shown in fig theWhole length of the tank is 4.2 Metore anddiameter of base of the cylinder and two bemi--spheres are each 1-2m . If they distributedrinking water to 60 people in a containereach is in the shape of cylinder radius 21 cmand beight som find the quantity of waterleft in the tanker after distribution inlitre. |
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Answer» VOL of tank= vol of cylinder + vol of 2 hemisphere convert this answer into cm3 vol of GLASS= vol of cylinder× 60 tAke vol of tank as eq 1 and vol of glass eq2 subtract 1 & 2 divide the answer by 1000 then answer will be 141.42 l |
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| 31. |
Find the area of the segments shaded in figure.If CD=CB = 21 cm, AD=AB= 28 cmand AC is the diameter of the circle. |
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| 32. |
Write as fraction in lowest term20% |
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Answer» 20% = 20/100 = 1/5 this is your answer |
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| 33. |
divider identities of Standard 20 student and satvin respectively find the volume of cylinder(π=3.14) |
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| 34. |
L. C. M (55,2000)I am question |
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Answer» LCM of 55,2000 is 29000 Step-by-step EXPLANATION: |
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| 36. |
Where did Jerome finally find the toothbrush? |
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Answer» he finally find tooth BRUSH in boots because TAKEN out all things and KEPT all things one by one by SHAKING the objects. |
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| 37. |
Two supplementary angles differ by 80 degree find the measure of each angle |
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Answer» Answer: let the first angle be x. and the SECOND angle be y. x+y=180°》》》》[eq.1] x-y=80》》》》》[eq.2] USING ELIMINATION METHOD...., 2x=260 x=130° and..., y=180-130 y=50° therefore., x=130° and y=50° hope it helps pls mark as BRAINLIEST |
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| 38. |
Mr Saxena deposits 2,000 everymonth for 36 months in a bank andreceives 1,07,520 at the end of36 months. Find the rate of simpleinterest paid by the bank on therecurring deposit.[4]Find the mode of the following |
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Answer» r=32percentage gshshsusjsbshsjsjsjsjsnnsjsjs shssjusjsjssjsb |
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| 39. |
Find the area of a circle whose circumference is 52.8 cm |
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Answer» Circumference of CIRCLE = 2πr 52.8 = 2πr πr = 52.8/2 πr = 26.4 r = 26.4×7/22 r = 8.4cm Area of circle = πr² 22/7 ×8.4×8.4 221.76cm² ★Hope it HELPS you★ |
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| 40. |
In a ∆ ABC , angle A =45°,angle b=70°. name the shortest side and find angle c |
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| 41. |
Find the value of 'm' for which:5^m-5^-3=5^5 |
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Answer» This WOULD be LIKE this :- 5^m*5^-3=5^5 So this is the answer .... |
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| 42. |
Do the questions in the attached picture. Please do fast please........this is the question If the polynomial f(x)=x^3+8x^2+ax+b is exactly divisible by x^2+1.Then find the value of a and b. Answer fast, it's urgent..... |
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Answer» Step-by-step EXPLANATION: PLZ..REFER the above ATTACHMENT. |
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| 43. |
HELP HELP HELP ASAP ASAP!!!!!!!Jody enters a 12 km race. She wants to finish the race in one hour and twenty minutes. She starts off jogging at a speed of 7 km/h. After 30 minutes, she realizes that she needs to increase her speed to finish the race in her desired time. For the remaining time, what speed she must run at to finish the race in the exactly one hour and twenty minutes???????? |
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Answer» Answer: She needs to RUN 1 km in every 10 MINUTES Step-by-step explanation: 30 minutes COMPLETED 7 KM 12 KM - 7 KM = 5 KM Bal Time : 50 minutes 50 KM/ 5KM = 10 minutes per KM |
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| 44. |
Model questions paper for 2020 |
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Answer» .................... |
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| 45. |
Jody enters a 12 km race. She wants to finish the race in one hour and twenty minutes. She starts off jogging at a speed of 7 km/h. After 30 minutes, she realizes that she needs to increase her speed to finish the race in her desired time. For the remaining time, what speed she must run at to finish the race in the exactly one hour and twenty minutes |
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Answer» CASE 1: Case 2: •••♪ |
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| 46. |
Find the area and circumference of a circle whose diameter is 35 cm |
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Answer» DIAMETER : 35cm Radius : d/2 => 35/2 Area of CIRCLE : ¶r² = 22/7×35/2×35/2 = 962.5cm² |
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| 47. |
5 raise to the power m multiply by 5 raise to the power 4 what is m? |
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Answer» (5^m)×(5^4) we can't COMMENT on this question ... |
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| 49. |
If 5tan theta is 12 then find the value of 5sectheta +12cot theta /13sin theta + 5 cosec theta |
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Answer» Answer: given 5tan○= 12 tan○=12/5. (where 12 is OPP. and 5 is adj.) therfore using py. th. HYP. =13 sec○=13/5. (sec○=1/cos○) cot○=5/12. (cot○=1/tan○) sin ○= 12/13 cosec○=13/12 substituting these VALUES...., 13+5/144+60/12 18/17...........answer hope it helps pls mark as brainliest |
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| 50. |
Find xif AB = ACBC is not parallel to DE |
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Answer» PLEASE give the RIGHT question Step-by-step EXPLANATION: the figure is not given |
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