InterviewSolution
This section includes InterviewSolutions, each offering curated multiple-choice questions to sharpen your knowledge and support exam preparation. Choose a topic below to get started.
| 3901. |
5. A saree is 5 m long and 1.25 m wide A border of 20 cm wadth is printed along its four sides. Eimd thecost of printing the border at 3 per square metre |
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| 3902. |
in an examination a student required 40% of the total marks to pass if he get 185 marks and failed by 15 marks find the total marks |
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| 3903. |
. In an examination, 77% of the studentspassed in Science and 66% passed in Hindi,13% students failed in both the subjects and280 passed in both the subjects. Find thetotal number of students |
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Answer» suppose total no. of students in xso 0.77x passed in science and 0.66x passed in Hindi.0.13x failed in both subjects.so 0.77x+0.66x+0.13x-x=0.56x passed in both the subjects.so 0.56x=280x=280/0.56x=500 |
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| 3904. |
In an examination, 77% of the studentspassed in Science and 66% passed in Hindi13% students failed in both the subjects and280 passed in both the subjects. Find thetotal number of students. |
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Answer» Answer: 500 Students Step-by-step explanation: Let Total number of students = S Passed in Science = 0.77 S Failed in Science = S - 0.77S = 0.23S Passed in Hindi = 0.66 S Failed in Hindi = S -0.66S = 0.34S Failed in Both = 0.13S Total Failed in Any subject = 0.23S + 0.34S - 0.13S = 0.44S Passed in both subject = S -0.44S = 0.56S 0.56S = 280 S = 280/0.56 S = 500 please like the solution 👍 ✔️ |
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| 3905. |
1. 323/5 बराबर होगा :(1)8 (2)4(3)(43... |
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Answer» iska answer 8 hoga, it's right answer 8 is the right answer 8 is 100% correct answer 8 is the right answer of this question answer 1 is correct answer |
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| 3906. |
In an examination, 77% of the studentspassed in Science and 66% passed in Hindi,13% students failed in both the subjects and280 passed in both the subjects. Find thetotal number of students. |
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Answer» Let total number of students are n Number of students passed in science = 77n/100 Number of students passed in Hindi = 66n/100 Number of students passed inboth = 13n/100 Number of students failed in both = 280 Then total students= 77n/100 + 66n/100 +13n/100 - 280 We get,n = .77n +.66n +.13n - 2801.56n - n = 280.56n = 280n = 28000/56 = 500 Therefore total number of students are 500 |
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| 3907. |
1) In an examination, 77% of the studentspassed in Science and 66% passed in Hindi,13% students failed in both the subjects and280 passed in both the subjects. Find thetotal number of students. |
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| 3908. |
A student has to obtain 33 percent of total marks to pass. he got 125 marks and failed by 40 marks. The maximum marks are |
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Answer» The question says that , 33% is the minimum percentage required to pass, but he fails by 40 marks when he got 125..... thus we can conclude that 33% = 165So if 33/100 x Maximum Marks = 165Maximum marks = 165 x100/33so we get , maximum marks is equal to 500 total maximum mark is 500 |
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| 3909. |
QB.In an examination 52% student failed in Hindi and 42% failed in English. If 17% failed in bothsubjects then how much percent student passed in both subject?(A) 38%(B) 33%(C) 23%(D) 18% |
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Answer» Answer:C)23%Explanation: sir please define |
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| 3910. |
43. Find the locus of a point which is at a distance of 5 units from (-1,-2). |
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| 3911. |
Draw a line segment of length 6.7 em and divideit into the ratio of 2: 3 internally. |
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| 3912. |
Draw a line segment of length 5.5 cm. Divide it internally in the ratio 2 :3. What isthe length of each part? |
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| 3913. |
9 Some students planned a picnic. The total budgetfor food was 2000. But 5 students failed to attendthe picnic and thus the cost of food for eachmember increased by 20. How many studentsattended the picnic and how much did each studentpay for the food? |
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| 3914. |
nis |
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Answer» The general term of the expansion is 15Cr *(x²)^(15-r) × (3/x)^r so, for power on x to be 18. x^(2*15-2r). x^-(r) = x^18=> x^(30-3r) = x^18=> 30 -3r = 18=> 3r = 12 => r = 4 so, term will be 15C4. x^22. 3⁴/x⁴= (15C4)(81)x^18 |
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| 3915. |
11buses can carry 495 people. How manypersons can travel by 8 buses |
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| 3916. |
29. A tent is in the shape of a right circular cylinder upto a height of 3 m and a cone above itThe maximum height of the tent above ground is 13.5 m. Calculate the cost of paintingthe inner side of the tent at the rate of ? 3 per sq. m, if the radius of the base is 14 m. |
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| 3917. |
कि. R ) Bl 482 b haile1458020 bk e s e e 3 b३१८07 1 w0 s g व पिन9¢] |
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| 3918. |
Divide ₹ 536 among A, B and C in the ratio1/5:2/3:1/4respectively |
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Answer» 1 2 3 67 khana sai aya |
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| 3919. |
1. A man divides ? 1072 among his childreA,B and C as pocket money in the ratio: :4 respectively. Find each5 431 1: 2 respectively. Find eachchild's share. |
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Answer» x/5 + x/4 + 2x/3 = 1072 12x + 15x + 40x/60 = 1072 x = 1072*60/67 x = 960 The shares are 960/5 = rs.192 960/4 = rs.240 2*960/3 = rs. 640 how 40x/60 |
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| 3920. |
age of a woman and her daughter is 16 years. The ratio of their ages in 7:111. The average age of a woman and herespectively. What is the woman's age?B. 28 yearsC. 32 yearsD. 6 years4. 4 years |
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Answer» Option B is correct 28 years is the correct option b is the best answer 28 year is right answer... option B is correct answer. average age 16*2=a+b32/8=4mother age 7*4=28 28 is the right answers |
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| 3921. |
.Let p & q be the position vectors of P & Qrespectively with respect to O and points 'RS' divide PQ internally & externallyrespectively in ratio 2 3. If OR & OS areperpendicular then equation whose all rootsrepresents all possible values ofis9(1)9x2 = 4(2) 9x2-24x + 16 = 0(3) 9x -12x +40(4) 9x2 + 12x + 4 = 0 |
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Answer» thanks etna jaldi karte kaise ho |
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| 3922. |
Divide?536between A, B and C in the ratio espectively.1/2. respectively2/3,1/4 |
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| 3923. |
(a)In a right circular conical tent 11 persons can stay. For each person 4 sq meter space in thebase and 20 cu meter air are necessary. Determine the height of the tent put up exactly for11 persons. |
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Answer» As each person needs 4 sq.m space on groundSo 11 person will need 44 sq.m space on the ground.Therefore,Area of ground = 44sq.mπr = 44sq.mr = 44/π .......(1)and each person needs 20cu.m of airSo 11 persons will need 220 cu .m of airTherefore volume of tent = 220 cu.m1/3πr h = 220cu.m(1/3*π)*(44/π)*h = 220 ( from 1 )1/3*44*h = 220h = 220*3 / 44h = 5*3h = 15 cm very difficul questiom it was cant answer it very hard |
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| 3924. |
(2) A conical tent is to accommodate 11 persons. Eachperson must have 4 square metre of the space one ground and 20 cubic metres of air to breathe.Find the height and radius of the tent. [3 marks]Ans. |
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Answer» As each person needs 4 sq.m space on groundSo 11 person will need 44 sq.m space on the ground.Therefore,Area of ground = 44sq.mπr = 44sq.mr = 44/π .......(1)and each person needs 20cu.m of airSo 11 persons will need 220 cu .m of airTherefore volume of tent = 220 cu.m1/3πr h = 220cu.m(1/3*π)*(44/π)*h = 220 ( from 1 )1/3*44*h = 220h = 220*3 / 44h = 5*3h = 15 cm |
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| 3925. |
A conical tent is to accommodate 11 persons. Each persand 20 cubic meters of air to breath. Find the height of the tent.on needs 4 square meter of the space on the ground |
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| 3926. |
The areas of two similar triangles are 36l!the second triangle is 3 cm long, find the length of theepectively. Ifa 25 cm respectively.d the length of the corresponding side of the first |
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| 3927. |
10. Atent is in the shape of a right circular cylinder up to a height of 3 mand conical above it. The total height of the tent is 13.5 m and the radiusof its base is 14 m. Find the cost of cloth required to make the tent at the[CBSE 2005]rate of80 per square metre. [Take π231 |
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| 3928. |
10. A tent is in the shape of a right circular cylinder up to a height of 3 mand conical above it. The total height of the tent is 13.5 m and the radiusof its base is 14 m. Find the cost of cloth required to make the tent at theCBSE 2005rate of80 per square nere. [Take π2261 |
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| 3929. |
(2) A conical tent is to accommodate 11 persons. Eachperson must have 4 square metre of the space onthe ground and 20 cubic metres of air to breathe.Find the height and radius of the tent. 13 marks)Ans. |
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Answer» As each person needs 4 sq.m space on groundSo 11 person will need 44 sq.m space on the ground.Therefore,Area of ground = 44sq.mπr = 44sq.mr = 44/π .......(1)and each person needs 20cu.m of airSo 11 persons will need 220 cu .m of airTherefore volume of tent = 220 cu.m1/3πr h = 220cu.m(1/3*π)*(44/π)*h = 220 ( from 1 )1/3*44*h = 220h = 220*3 / 44h = 5*3h = 15 cm |
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| 3930. |
40.A tent is in the shape of a right circular cylinder upto a height of 3m and conicalabove it. The total height of the tent is 13.5 m and radius of base is 14 m. Findthe cost of cloth required to make the tent at the rate of 80 per sq. m. |
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| 3931. |
40. A tent is in the shape of a right circular cylinder upto a height of 3m and conicalabove it. The total height of the tent is 13.5 m and radius of base is 14 m. Findthe cost of cloth required to make the tent at the rate of t 80 per sq. m |
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| 3932. |
28.11=a+vb then a+b =4-15 a39 6) 5 c)8d7 |
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| 3933. |
i ik bl Bl e 1 | e 41e 1 0 Bite o e e ol 12 el e e Bl e e Bl g 0 b 3 T |
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Answer» Let Meera's age be x. So mother's age = 4x After 5 years, ➡ 4x + 5 = 3(x+5) ➡ 4x + 5 = 3x + 15 ➡ 4x -3x = 10 ➡ x = 10 Meera is 10 years old.Hence, her mother's age = 10 × 4 = 40 yrs old. |
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| 3934. |
Differentiate w.r.t. x(i) $\frac{e^{x}+1}{e^{x}-1} \quad\left($ ii) $\frac{1+e^{x}}{1-e^{x}}\right.$ |
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| 3935. |
\int \frac { e ^ { x - 1 } + x ^ { e - 1 } } { e ^ { x } + x ^ { e } } d x |
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| 3936. |
A man goes 10m due east and then 24m due north. Find the distance from the startingpoint.4. |
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Answer» N Ι Ι ____ Ι______ E Ι W Ι S Draw a rough diagram according to the given data in the problem, we get a right angled triangle , distance traveled towards North = 24 m distance traveled towards East = 10 m distance from the starting point =Joining the to end points Hypotenuse of the right triangle using Pythagoras Theorem , ( Hypotenuse )² = ( base )² + ( height )² = ( 10 )² + ( 24 )² = 100 + 576 = 676 = ( 26 )² Now required distance from starting point =√ ( Hypotenuse )² =√(26)² = 26 m |
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| 3937. |
1.Amanwalks30 m towards north, then 20 m towardseast and in the last 30/2 m towards south-westThe displacement from origin is(1) 10 m towards west(2) 10 m towards east(3) 60/2 m towards north west(4) 60V2 m towards east north |
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Answer» The person goes 30 m in north, and then 20 m in east and then 30√2 m in south west. Now, if we draw this diagram on a paper, then it would form a right-angled triangle kind of thing. So, the final position would lie on the hypotenuse of the triangle. Now, studying the diagram a more, we get, length of hypotenuse = root(302+ 202) = 10√13 m net displacement vector = 10√13 - 30√2 ==> 42-36.6 ==>5.4 m |
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| 3938. |
7. Ravi has built a cubical water tank with lid and each outer edge is 2.5 m long. The outersurface of the tank excluding the base is covered with square tiles of side 25 cm long Firthe number of tiles required. |
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Answer» 1 |
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| 3939. |
Ravi has built a cubical water tank with lid and each outer edge is 2.5 m long. The outersurface of the tank excluding the base is covered with square tiles of side 25 cm long. Findthe number of tiles required |
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| 3940. |
Arun has built a cubical water tank with lid and each outer edge is 2.5 m long. The outer surfaceof the tank excluding the base is covered with square tiles of side 25 cm long. Find the numberof tiles required.2. |
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Answer» Area to be covered = L.S.A. + Area of lid = 4a^2+a^2=5a^2. Now 2.5m = 250 cm Area= 5* 250 *250 = 312500 cm^2 Area of 1 tile = 25* 25 =625cm^2 No. of tiles = Total area /Area of 1 tile =312500/625 = 500 tiles |
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| 3941. |
the sheet. (Take-7)A gardener wants to fence a circular garden of diameter 21m. Find the length of therope he needs to purchase, if he makes 2 rounds of fence.Also find the cost of the4.22. |
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Answer» thanks |
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| 3942. |
7 ( 25 - 1 ) - 2 a = 2 ( 2 a - 25 ) \text { then value of } ^ { * } a |
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| 3943. |
3cos 68°×cosec 22-1/2×tan 43°×tan 47°×tan 12°×tan 60°× tan 78° |
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Answer» tan47°= cot43°tan12°= cot78° |
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| 3944. |
A sardener wants to fence a circular garden of diameter 21m. Find the lengthyof theope he needs to purchase, if he makes 2 rounds of fence. Also find the cost of the22rope, if it costs? 4 per mieter. (Take) |
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| 3945. |
ntstofencerope he needs to heong, if it costs 4 per meter. (Take T22a circular garden of diameter 21m. Find the length of theurchase, if he makes 2 rounds of fence. Also find the cost of the |
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| 3946. |
Fill in the squares using numbers 1 to 12, excluding those already provided in the puzzle.A number can be used only once. The total of the numbers in a limb should be same as thenumber in the bold square of that limb.In the central cross, this would mean the square in the centre.615151391515 |
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Answer» 9+6=1511+4=1512+3=1515+1+8+15=3915+2+7+15=3910+5=15 |
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| 3947. |
A class has n students, we have to form a team of thestudents including at least two students and also excludingat least two students. The number of ways of forming theteam is(a) 27 - 2n(b2-2n-2(d) 2" - 2n - 6c) 2- 2n - 4 |
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| 3948. |
A class has n students. We have to form ateam of students including at least 2students and excluding at least 2 students.The number of ways of forming the team is-(A) 2 2n(C) 2'-2n - 4(B) 2" 2n -2(D) of these |
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Answer» C(n,r)=n!r!(n−r)! ;Required number of ways=nC2+nC3+.......+nCn−3+nCn−2;⇒2n−(nC0+nC1+nCn−1+nCn−1+nCn);⇒2n−2(n+1);⇒2n−2(n+1);⇒2n−2n−2; Correct answer is B thanks |
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| 3949. |
Varun takes a certain number of rotis during lunch, but always wastes half a roti. Rosa takes half thenumber of rotis as Varun, and always finishes her share. After 20 days, if the number of rotis that wereconsumed during lunch by them together is 120 (excluding the rotis wasted), then find the number ofrotis per meal that Varun and Rosa take. How many rotis were wasted in 20 days?Note: The number of rotis wasted, would have fed Rosa lunch for 12 days! Avoid wasting food and share your food withothers |
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Answer» Every day Varun waste's 1/2 roti , So in 20 days he will waste 20 *1/2 = 10 rotis .As they have consumed 110 rotis in 20 days , they have taken 110 + 10 = 120 rotis.(10 are wasted).Let Rosa eat x rotis and Varun eat 2x rotis .So x +2x = 120⇒3x = 120⇒x = 120/3⇒ x = 40So Varun eat's 80 rotis(2x) and Rosa eat's 40 rotis (x).Therefore, Varun eat's 80/20 = 4 rotis per dayand Rosa eat 40/20 = 2 rotis per day. |
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| 3950. |
09. From a rope 68 m long, pieces of equal size are cut. If length of one piece is 47m; find the number of such pieces.-th more than what |
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Answer» a rope long peace of equal size are cut Is 63m long length of one peace is |
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