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.
| 72301. |
11. The decinal expansion of the rational number 24rational numberill terminate after homwill terminate after how man2* x 5places of decimals?CBSE 2009) |
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Answer» and any one |
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| 72302. |
114. The sum of two rational numbers is –3. If one of them is -11, find the other |
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| 72303. |
18. If A is a 3x3 matrix and det(34) - K (det(4) then K is1) 92) 63) 14) 27 |
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Answer» det(kA) = k^n det (A) where n is ordersodet (3A) = 3^3 det(A)therefore k= 27,option (4) is correct |
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| 72304. |
11) Find the value of 16 rupees. |
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Answer» 16 × 3/4=48/4=12 rupeesthe values of 3/4 of 16 rupees is 12 rupees. 12 is the correct answer of the given question 16×3/4=12 rupees is the right answer correct answer is 12 please like ..... |
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| 72305. |
vample 6: Find the distance travelled by Shaina if she takes three rounds ofa square park of side 70 m. |
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Answer» in |
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| 72306. |
10. The total number of domesticated animals in avillage is 10500. 1575 are pigs, 2100 are hens, 2625are cows and the rest are buffaloes. Find thepercentage of each animal |
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| 72307. |
Find the area of the following circle whose diameter in 49m. |
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Answer» Diameter=49mRadius=49/2=24.5 m Area of circle=πr²=(22/7)*(24.5)² m²=1886.5 m² |
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| 72308. |
Find the equation of a circle with(i) centre at origin and radius 4,(ii) centre at (3,-2) and radius 5.(iii) centre at (-3,-2) and radius 6.(iv) centre at (a, b) and radius va2 + b2(v) centre at (a cos a, b sin c) and radius(1) |
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| 72309. |
.(40-313403)Measure the radius of both the circles using a ruler,Write the length of their radius.Radius of the green circle# Radius of the blue circle96enient-Find out |
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| 72310. |
2. Which one of the following is rational?(a) Area of a circle with radius --(b) Radius of circle with area-(c) Circumference of circle with radius(d) Radius of circle with circumference |
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Answer» Area of a circle with radius 1/π |
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| 72311. |
The radius of a right circular cylinderincreases at a constant rate. Its altitudeis a linear function of the radius andincreases three times as fast as radiusWhen the radius is 1 cm the altitude is6cm. When the radius is 6 cm, thevolume is increasing at the rate of 1 cucm/s. When the radius is 36 cm, thevolume is increasing at a rate ofn cu cm/s. The value of n is equal |
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| 72312. |
Find the distance travelled by seema if she takes three rounds of a squarepark of side 30 m.13. |
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| 72313. |
How long is the other piece!13/ Renu takes 25 minutes to walk around the school ground. Snigdha takes-mindo the same Who takes less time and by what fraction?DAD407.11 DECIMALSDETRHAZARWhat is the length of this pencil?.centimeter |
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Answer» 8 cm is the right answer 8 cm is the right answer of this question 8 cm and 4 cm respectively 8cm is the first and 4cm is2nd 8cm is the right answer QR code is the trademark for a type of matrix barcode first designed in 1994 for the automotive industry in Japan. A barcode is a machine-readable optical label that contains information about the item to which it is attached. 8 cm is the correct answer the following question is 8 |
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| 72314. |
1+11Find the modulus of |
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| 72315. |
Teema's little sister is now 5 years old. If her age is 2 years more than - of Seema's age, how old is Seema? |
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Answer» Hey! Age of Seema's sister : 5 years . Let her sisters age be X years . According to the given question:--------------------------------------------------- 1/4 x + 2 = 5 1/4 x = 3 X = 12 years .. Hence her sister Seema is 12 years old Let seema's age be x yearsAge of seema's sister is 5 yearsAcc to ques5-2=1/4x3*4=xx=12So seema's age is 12 years.....Hope this helps u... 12 yrs the correct answer of the given question the right is 12th years 12yrs. is the right answer seems age = x years, age of seema's sister is 5 years, 5-2 = 1/4x, 3 x 4 = x = 12, seema's age is 12 years 12 yrs is the correct answer of the given question |
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| 72316. |
2 Sushil is 5 years old and his mother is 28 years old. In how many years will his mother be double the age ofSushil? |
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Answer» Sushil present age=5 yearsMother present age=28 years Let after n years, mother will be double of age of Sushil 28+n=2(5+n)28+n=10+2n28-10=2n-n18=n So, after 18 years, mother will be double of age of Sushil |
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| 72317. |
1. what sum will become Rs 2025 in 2 years at 12.5% per annum compound interest |
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Answer» A= p(1+r)^n here. r = 12.5/100 = 0.125 , n = 2 and p = 2025 A = 2025*(1+0.125)^(2)A = 2025*(1.125)² = 2562.89 |
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| 72318. |
Ex mple 13: In what time will5,400 amount to6,773.76 at 12% per annum compound |
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Answer» 𝑬𝒙𝒑𝒍𝒂𝒏𝒂𝒕𝒊𝒐𝒏 We know that formula for compund interest=A=P(1+R/100)^nwhere 𝑵 𝒊𝒔 𝒕𝒉𝒆 𝒕𝒊𝒎𝒆so 6773.76= 5400(1+12/100)^n=>112/100^n=677376/5400×100=>112/100^n=12544/1000=>n=2 |
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| 72319. |
an athlete runs on a circular track of radius 49m and covers a distance of 3080m along it's boundary. how many rounds has he taken to cover this distance. |
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Answer» Circumference of circle=2πr=2(22/7)(49)=308m Rounds=3080/308=10 rounds |
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| 72320. |
A cyclist takes 7 rounds of a rectangular field whose dimensions are 220 m x 150 m. Find thetotal distance covered by him.6 m |
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| 72321. |
A cyclist takes 7 rounds of a rectangular fieldtotal distance covered by himwhose dimensions are 220 m x 150 m. Find the6 mleirting hoard fitted to them. |
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| 72322. |
012 Renu takes four rounds along the boundary of a square parkside 45m Find the distance she covers |
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| 72323. |
The area of square garden is 8464 m2. A man takes 3 rounds of this garden.Find the distance? |
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Answer» Area of square garden = 8464 m². Side² = 8464 Side => ✓8464 = 92 m Distance covered by man in one round = Perimeter of square = 4 × side = 4 × 92 = 368 m Therefore, Distance covered by man in three rounds = 3 × Perimeter of square = 3 × 368 = 1104 m. good |
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| 72324. |
(ii) The modulus of 8i is |
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| 72325. |
find the square root of - 15 - 8i |
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| 72326. |
TION WHEN GIVENFORMULAE:actorise:(0 x +10x 25 |
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Answer» x^2 10x +25= x^2 +5x +5x + 25=x(x+5) +5(x+5)=(x+5)(x+5)Hence (x+5)(x+5) is the answer. |
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| 72327. |
If x=m and y=-2 is the solution of the equation3x -2y= 19, find m. |
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| 72328. |
2 Bushil'is 5 years old and his mother is 28 years old. In how many years will his mother be double the age ofSushil? |
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Answer» Let x represent the number of years. In x years, Sushi will be 5 + x years old, and the mother will be 28 + x. At that time, the mothers age will be twice Sushi's, which gives: 28 + x = 2(5 + x) 28 + x = 10 + 2x 2x + 10 = x + 28 2x - x + 10 = 28 x + 10 = 28 x = 28 - 10 x = 18 |
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| 72329. |
Rahul buys a trimming machine for 72360 which includes 18% GST. Find the amount ofGST and the original price of the trimming machine. |
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Answer» let the original price be XX*18/100=added amounthence X +0.18X=23601.18X=2360X=2360/1.18=2000rupeesand price of gst 0.18x=360rupees |
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| 72330. |
inpui 20p8 Ies is salary. I his new salary is 54,000. Find the original salaryulate the compound interest and the amount on 18,000 for 3 years at 10.5% per annum compoundg CakannuaHy |
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| 72331. |
30. What is the total distance covered by a car in 2.8 hours, if its speed is 22.82 km per hour? |
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Answer» Speed of car = 22.82 km/hrTime taken = 2.8 hr Distance covered= Speed * time= 22.82*2.8= 63.9 km |
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| 72332. |
cyclist takes 7 rounds of a rectangular field whose dimensions are 220 m x 1total distance covered by him6 m |
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Answer» 1 round of field= perimeter of the field =2(length+breadth) =2(220+150)m =2(370)m =740mtotal distance covered=7 rounds of the field =7×740m=5180m |
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| 72333. |
16. An athlete takes 10 rounds of rectangular park, Suni long and 25m wide. Find the totaldistance covered by him.the length of |
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Answer» Length of Reactangular Park = 50 mWidth of Reactangular Park = 25 m Perimeter of Reactangular park= 2(Length + Width)= 2(50 + 25)= 150 m As athlete takes 10 rounds, therefore total distance covered = 10*150= 1500 m or 1.5 km |
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| 72334. |
.20) Calculate the Force required to move a stationary object of mass 3kg from rest to velocityat 8 m/s in 2 seconds. |
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Answer» as it is from resthence u=0a=v-u/ta=8-0/2=4m/s^2henceforce required=ma=3*4=12N |
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| 72335. |
18. Find the roots theofequationx--ta19.A and B throw a pair of dice. If A throws 9, find B's chance of throwing a higher number. |
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| 72336. |
1. An amount doubles in 5 years by the simple interest. How many years arerequired for the same amount with same rate of interest to get converted to fivetimes the original amount?(1) 12 years (2) 20 years (3)25 years (4) 10 years |
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| 72337. |
- Ratio of the present ages of two brothers is 4 : 5. After 10 years, the ratio of theirages would be 6: 7. Find the age of the elder brother after 15 years.(1) 35 years (2) 40 years (3) 50 years (4) 25 yearsor |
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Answer» (2) 40 years is the correct option |
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| 72338. |
EXERCISE26.1amount doubles, in 5 years by the simple interest. How many years areAned for the same amount with same rate of interest to get converted to fiveimes the original amountl) 12 years (2) 20 years (3) 25 years (4) 10 years2 |
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Answer» According to the question, I = P = (P*r*5)/100=> 100= r*5=> r= 20% For amount to become 5 times, I = 5P-P = 4PTherefore, 4P = (P*r*t)/100=> 4= (20*t)/100=> t = 20 years. thanks |
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| 72339. |
4. A and B throw a pair of dice alternately, till one of them gets a total of 10 and wins the game. Find theirrespective probability of winning, if A starts first.All India 2016 |
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| 72340. |
7. There are four machines and it is known thatexactly two of them are faulity. They are tested,one by one, in a random order till both the faultymachines are identified. Then the probadility thatonely two tests are needed is: |
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Answer» Solution:(b) 1/6 Explanation:Only 2 testswill be needed to find the faulty machines ifwe can find one faulty machine in eachtest The probability thatwewilltest a faulty machine in the first test is 2/4=1/2 (there are 4 machines and 2 of them faulty) Now that one faulty machine has been identifiedwe are leftwith 3 machineswith one of them being faulty. The probability thatwe will test the other faulty machine in the second test is 1/3. So the probabilitythatwewill require 2 tests to find the faulty machines is 1/2*1/3=1/6 |
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| 72341. |
(b) A car weighing 1600kg moves with a velocity of 30m/s retards uniformlyand comes to rest in 20 seconds. Calculate the(i) Initial and final momentum of the car.(ii) Rate of change of momentum of the car(iii) Acceleration of the car |
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| 72342. |
A moving train is brought to rest within 20 seconds by applying brakes. Find the initial velocity, if the retardation due tobrakes is 2m/s6.os an neton of 8m/s starting from rest Find the distance travetled in 1 second. |
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Answer» 0=u-2*20u=40 m/s. ! all formula face |
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21. HI delupidille CUVEIS ITOJ KM1 109. 110 V TILL22. The product of two numbers is 13421408. If one of the numbers is 364, find the other. |
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| 72344. |
1. A and B throw alternatively with a pair of dice. A wins if he throws 6 before 8 throws 7 andB wins if he throws seven before A throws 6. A begins the game. Show that odds in avourof A are 30 : 31. |
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Answer» (A)30/61 The reason being: The probability of A throwing ‘6’ is 5/36. So, the probability of A not throwing ‘6’ is 1 – 5/36 = 31/36. The probability of B throwing ‘7’ is 6/36. So, the probability of B not throwing ‘7’ is 1 – 6/36 = 30/36. The probability that somebody wins is [1-{(31/36)(30/36)}]. So, The probability of winning of A provided that somebody wins = (5/36)/[1-{(31/36)(30/36)}] = 30/61. |
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| 72345. |
6.In a village, the number of males and females are 2440 and 3560 respectively. Thedecrease in the former is 10% while the increase in the latter is 5%. Find the increaseor decrease per cent of the total population. |
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Answer» 3560 is correct answer the following question |
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| 72346. |
A and B throw hem gets a 'b anwins the game. Find their respective probabilities of winning, istarts first.a die alternatively till one of t6 |
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Answer» Probability of A winning…. Possible events =6 ( In a die there are equal chances of getting 1,2,3,4,5 and 6) Favorable events or outcomes= 1 (One must get only 3 to win) Probability of getting a 3 or winning = No.of favourable outcomes/ no.of possible outcomes. = 1/6 =0.166.. Or,= 1/6*100=16.6%. Since , B also need a 3 to win as in case of A, so the probability is same ,i.e, 16.6%. Therefore probability of their winning is 16.6% and 16.6%. |
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Ajay is younger than Vijay by 5 years. Sum of their ages is 25 years. What is Ajay's a(A) 20(B) 15(C) 10(D) 5 |
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Answer» Answer: C)10Explanation: Let Ajay age be x and Vijay age be yy-5=xx+y=25y-5+y=252y=30y=15now x=15-5x=10Therefore Ajay age is 10Vijay age is 15 Like if you find it useful |
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| 72348. |
(1) 67 ad (2) 43 atThe ratio between the present ages of Ajay and Vikas is 3:11. Vikas is 12 years youngerthan Meena. Meena's age after 7 years will be 85 years. What is present age of Ajay's father,who is 25 years older than Ajay ?(4) 84 years(3) 45 years12 tears |
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Answer» ANSWER= OPERATION IS 3 |
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| 72349. |
The chord of length 30 cm is drawn at the distance of 8cm fromcircle. Find the radius of the circle |
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| 72350. |
\begin{array}{l}{3 x-3 y-7=0} \\ {3 x+5 y-11=0}\end{array} |
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