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.
| 80251. |
TWO (Yİns are tossed simultanouslyWhat is the probability of gettingatleast one head ? |
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Answer» your ans.. is 3/4 because TT HH HT TH |
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| 80252. |
SILCI3/A rope is 5 m long. It is cut into two pieces. The length of one piece is 2-, m. What is thelength of the other piece? |
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Answer» 41/12 answer.......... |
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| 80253. |
A coin is tossed twice, what is the probability that atleast one head occurs ? |
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Answer» a coin tossed twice so probability is 1/2 |
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| 80254. |
in a class of 60 students 23 play hockey, 15 play basket-ball and 20 play cricket.7 play hockey and basketball,5play cricket and basketball,4 play hockey and cricket,15 do not play any of these games. find how many play.1. all three games2. hockey and basketball but not cricket3. hockey and cricket but not basketbal4. exactly one game.5. atleast 2 games6. almost 2 games |
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Answer» Let B, C and H be the sets of students that plays Basketball, Cricket and Hockey n(H) = 23, n(B) = 15, n(C) = 20 n(H intersection B) = 7, n(C intersection B) = 5, n(H intersection C) = 4 n(H union B union C) = 60 – 15 = 45 1. Hence, students that plays all games, n(H intersection B intersection C) = n(H union B union C) – n(H) – n(B) – n(C) + n(H intersection B) + n(B intersection C) + n(C intersection H) = 45 – 23 – 15 – 20 + 7 + 5 + 4 = 3 2. Who plays hockey not cricket n(H) – n(H intersection C) = 23 – 4 = 19 3. Plays cricket and hockey not basketball n(H intersection C) – n(H intersection C intersection B) 4 -3 = 1 |
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| 80255. |
3. Study the pictograph showing the number of studentsqualified in various sports.How many more students qualified in Badmintonand Football altogether than in Cricket?A. 70B. 20FootballCricketTennisBadmintonEach stands for 10 studentsC.10D. 30 |
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Answer» Option B is correct as badminton and football altogether consists of 70 students and Cricket alone consists of 50. Therefore , 70-50=20 yes he is correct the option b |
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| 80256. |
Which polynomial is to be subtracted from x^{2}+13 x+7 to get the polynomial 3 x^{2}+5 x-4? |
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| 80257. |
24)Set up an equation in the following cases:(i)The teacher tells the class that the highest marks obtained by a student in her class is twice the lowest marks plus 7. The highestscore is 87. (Take the lowest score to be l.)(ii) In an isosceles triangle, the vertex angle is twice either base angle. (Let the base angle be b in degrees. |
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Answer» send the ans of 2 part also |
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| 80258. |
(v) In how many years(a) 12 yearsat the rate of 10% Simple Interest per annum the ratio of the interest and principal is 3:2(b) 15 years(c) 16 years(d) 18 years |
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| 80259. |
If class marks are 5, 10, 15, 20, what are their class intervals? |
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Answer» Class interval is the difference between the class marks, which is equal to 5. |
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| 80260. |
The class marks of a frequency distribution are 104, 114, 124, 134, 144, 154, 164. Find the class size andclass intervals. |
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Answer» 905.5+27.197 |
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| 80261. |
A committee of 4 students is selected at random from a group consisting of 7 boys and 4 giFind the probability that there are exactly 2 boys in the committee, given that atleast one gmust be there in the committee.(CBSE 20 |
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| 80262. |
VS is a factor of the cubic polynomial r -3/5x2+ 13x-3/5,find allINCERT EXEMPLAR]14. Given that xbic polynomial a - 3V5x* + 13athe zeroes of the polynomial. |
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| 80263. |
aq) q up pelbahe beliubeampa ha hy |
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| 80264. |
hy is Petroleum known as black gold |
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Answer» Petroleumis alsoknown as Black Gold- because when crude oil is extracted from the land it isblackin color. People call itgoldbecause of its oils and value . It is very difficult to find. |
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| 80265. |
mich Nambi lost 35 pages of his 'lyrics' when his file had got wet in the rainers, to determine the following:10.mizh Nambi wrote 5 page per day, how many day's work did he loserur pages contained 1800 characters, (letters) how many characters were11.nizh Nambi is paid $250 for each page produced, how much money dide? |
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Answer» question is not clear yes question is not clear.. yes pls upload clear question |
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| 80266. |
lt inи|-- |
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Answer» x–2tan—1x+c |
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| 80267. |
2. Check the validity of the statement:(x+2) is a factor of p(x)=x3+x2+x+2a pair of linear equations in two variables for the following statem3Father tells his son. "Five years ago, I was seven times as old as you werefive years, I will be three times as old as you will be."4. Find the 10th term from end for the A.P. 3. 6. 9, 12, ....300.OR104of all three diotnatiralumers divisible by 3. |
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| 80268. |
Sudha deposited 5,000 in the bank forfive years. The bank paid her an interest rate6% How much money did she get after five years? |
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| 80269. |
r (E)(lt) |
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Answer» 1/(x-1) bahupad nahi hai , kyoki uski degree negitive hai |
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| 80270. |
Given below are the heights (in cm) of 30pupils in different classes of a school. Prepareafrequency distribution table, taking equal classintervals and starting from 120-125, where 125is not included.120, 123, 125, 125, 130, 132, 140, 146, 149, 135,128, 142, 124, 132, 147, 127, 138, 142, 148, 133,143, 128, 129, 121, 135, 144, 137, 124, 133, 131 |
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Answer» class interval frequency 120_125 5125_130 6 130_135 6135_140 4140_145 5145_150 4 class interval frequency 120_125 5125_130 6130_135 6135_140 4140_145 5145_150 4 write the following in standard from -72 / 144 write the following in standard from -72/144 class intervals. pupils height120-125. 7126-130. 5131-135. 7136-140. 3141-145. 4146-150. 4 |
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| 80271. |
The longth of 40 leaves of a plant are mmml_เจ«maeimom aintattained daia is represented in the follewingLength (in mm118-126127-135136-144145-153154-162163-17172-180 |
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| 80272. |
38. Calculate Mode of the following dataMarksNo. of StudentsLess than 10Less than 20Less than 30Less than 40Less than 50Less than 60Less than 70Less than 801535608496127198250 |
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Answer» i love you and where your from in india |
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| 80273. |
Divide the polynomial 3 x^{4}-4 x^{3}-3 x-1 by x-1. |
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| 80274. |
2 power x = 3 power y = 6 power z, show that z = x × y / x+ y |
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Answer» Please post the question by image for better understanding. please post clear pic |
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| 80275. |
boid has total surface area of 50 m2 and its lateral surface area is 36 m². Find the a |
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| 80276. |
od the curved surface area and total surface awhose height is 15 cm and the radius of the base is 7 cm.and total surface area of a right circular cylinderThe diameter of the base ofbete |
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| 80277. |
d the curved surface area and total surface areaof each of the cylinders whose dimensions are(a) radius of the base = 5.6m and height 1.25mb) radius of the base 14 m and height 15 m. |
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| 80278. |
Five years hence, the age of Jacob will be three times that of his son.ago, Jacob's age was seven times that of his son. What are their pFive years |
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| 80279. |
15. Five years ago a man was seven times as old as his daughter. Five years hence,man will be three times as old as his daughter. Find their present ages. |
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| 80280. |
mator lt becomesFind theFive years hence, the age of Jacob will be three times that of his son. Five yearsago, Jacob's age was seven times that of his son. What are their present ages?(vi)24.2 Elimination Method |
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| 80281. |
Five years hence, the age of Jacob will be three times that of his sonago, Jacob's age was seven times that of his son. What are their |
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Answer» Solution:Let us assume Jacob’s current age is x and his son’s current age is y. Five years hence, Jacob’s age = x + 5 and his son’s age = y + 5 As per question; x + 5 = 3(y + 5) Or, x + 5 = 3y + 15 Or, x = 3y + 15 – 5 = 3y + 10 Five years ago, Jacob’s age = x – 5 and his son’s age = y – 5 As per question; x – 5 = 7(y – 5) Or, x – 5 = 7y – 35 Or, x = 7y – 35 + 5 = 7y – 30 Substituting the value of x from first equation in this equation, we get; 3y + 10 = 7y – 30 Or, 3y + 10 + 30 = 7y Or, 7y – 3y = 40 Or, 4y = 40 Or, y = 10 Substituting the value of y in first equation, we get; x = 3y + 10 Or, x = 3 x 10 + 10 = 40 Hence, Jacob’s age = 40 years and son’s age = 10 years thank you i |
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| 80282. |
find the value of x,5 power 2x+1÷5=125 |
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Answer» thank u |
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| 80283. |
Find the area of triangle ABC in which angle A=90°, AB=8cm,BC=10cm |
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Answer» 24is the correct answer of this question |
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| 80284. |
Find the average height of maximum number of students from the following distribution:Height(in cm) 160-162 163-165 166-168 169-171 172-174No. of students1511814212718 |
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| 80285. |
check whether the polynomial X square + 3 X + 1 is a factor of the polynomial 3 x power four + 5 x cube -7 x square + 2 X + 2. |
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| 80286. |
Q.3 The circumference of the base of a right circular cylinder is 176 mIf the height of the cylinder is 1 m, calculate the lateral surface areathe cylinder |
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Answer» Lateral Surface area = height * circumference = 100 * 176 = 17600 sq cm |
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| 80287. |
EXERCISE 20Bnd the volume, curvmensions are:() radius of the baseed surface area and total surface area of each of the cylinders whose7.cm and height 50 cm |
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Answer» thanx bahiya |
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| 80288. |
Five years ago, a mother was seven times as old as her daughter. Five yearshence, she will be three times as old as her daughter. Find their present ages. |
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| 80289. |
Five years ago,a man was seven times as old as his son,while five years hence,the man will be four times as old his son.Find their present age |
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Answer» answer is=75,15 |
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| 80290. |
17. Five years hence,the ageof Jacob will be three times that of his son. Five years agoJacob's age was seven times that of his son.What are their present ages? |
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| 80291. |
(vi) Five years hence, the age of Jacob will be three times that of his son. Five yearsago, Jacob's age was seven times that of his son. What are their present ages?2 Vliminntion |
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Answer» Solution:Let us assume Jacob’s current age is x and his son’s current age is y. Five years hence, Jacob’s age = x + 5 and his son’s age = y + 5 As per question; x + 5 = 3(y + 5) Or, x + 5 = 3y + 15 Or, x = 3y + 15 – 5 = 3y + 10 Five years ago, Jacob’s age = x – 5 and his son’s age = y – 5 As per question; x – 5 = 7(y – 5) Or, x – 5 = 7y – 35 Or, x = 7y – 35 + 5 = 7y – 30 Substituting the value of x from first equation in this equation, we get; 3y + 10 = 7y – 30 Or, 3y + 10 + 30 = 7y Or, 7y – 3y = 40 Or, 4y = 40 Or, y = 10 Substituting the value of y in first equation, we get; x = 3y + 10 Or, x = 3 x 10 + 10 = 40 Hence, Jacob’s age = 40 years and son’s age = 10 years |
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| 80292. |
7 . \text { Factorise } 8 x ^ { 3 } + y ^ { 3 } + 27 z ^ { 3 } - 18 x y z |
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Answer» thanks |
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| 80293. |
The heights of 50 students, measured to tie nearest centimetres, have been found tobe as follows:161 150 154 165168 161 154 162 150 151162 164 171 165 158 154 156 172 160 170153 159 161 170 162 165 166 168 165 164154 152 153 156 158 162 160 161 173 166161 159 162167 168 159 158 153 154 159) Represent the data given above by a grouped frequency distribution table, takingthe class intervals as 160-165, 165-170, etc.0What can you conclude about their heights from the table? |
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| 80294. |
p(x)=x Power 5 -4 x cube +xsquare +3x +1 g(x)= x cube -3x +1 |
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| 80295. |
.22 A wall of length 10m was to be built across an open ground. Theheight of the wall is 4m and thickness of the wall is 24cm. If this wallis to be built up with bricks whose dimensions are 24cm x 10cm x8cm, how many bricks would be required.h mm |
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| 80296. |
3. Find the area of a square whose side is 15 yards.e areases |
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Answer» AREA = SIDE X SIDE= 1.5* 1.5 x 0.91 x0.91= 22.5* 0.91 *0.91 m ^2 area=side^2 =(1.5)^2 =2.25yards 2.25 is the correct answer of the given question |
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| 80297. |
. Find the volume of a right circular cylinder, if the radius of its base is 42se is 4.2 cm and heightedis 12 cm. |
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| 80298. |
Polynomial.Q.26-Find the zeroes of the following polynomials by factorisation method and verify the relations between the zeroes athe coefficients of the polynomials:(a) 25 - (1 + 2V2 )s + V2 (b) 7y2-ny? |
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| 80299. |
In the figure (2) given below, AF, BE and CD are parallel lines. GivenAF 7.5 cm, CD 4.5 cm, ED 3 cm, BE x and AE - y. Find the valyeand |
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| 80300. |
The sum of the age of a man his son is 45 years. Fiveyears ago, the product of their ages was four timesthe man's age at that time. Find their present ages. |
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Answer» According to question Let present the age of a man=x years present the age of a man his son=45-× years From question five years ago the product of their ages was four times the man's age.so (x-5)(45-x-5)=4(x-5)or (40-x)=4(x-5)/(x-5)or 40-x=4or 40-4=xso x=36 years Hence present the age of a man=x=36 years and present the age of a man his son =45-x years =45-36 years =9 years |
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