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.
| 67251. |
write all the integers between -3 and 4 |
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Answer» integers are: -3 ; -2 ; -1 ; 0 ; 1 ; 2 ; 3 ; 4 -1; 0; -2; -4; 2 ; -6 ;4; 1 ; 3 -3, -2, -1, 0, 1, 2, 3, 4 -2, -1, 0,1,2,3 are the integers between kept in ascending order. all integers between -3 & 4 are-2,-1,0,1,2, 3, |
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| 67252. |
parher pair of parallel lin7.19). Show that Δ ABCe two parallel lines intersected byof parallel lines p and qYig. 1and m are4.ACDA.(see Fig. 7. 19). Show tFig. 7.19 |
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| 67253. |
() Write a pair of integers whose(a) sum is - 3 (b) differen |
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Answer» 4+(-7)=(-3)=4,(-3)5(-5)+2=(-3)=(-5),2 sum is- 3=4+-7=-4 answer -45+42=-3 i got the sum -3 yeah 😄 |
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| 67254. |
AB is a line segment and P is its mid-point. D andE are points on the same side of AB such that7.E(see Fig. 7.22). Show that(i) Δ DAP Δ ΕΒΡ(ii) AD-BE |
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| 67255. |
Find the sum of the first 10 terms of thegeometric series2+6+ 18 +... |
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Answer» 10/2(2root2 +9root3)=10root2 +45root3 |
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| 67256. |
, ABCD is a rectangle formed by joining the poinsA(-1, -1), B(-1, 4), C(5, 4) and D/(S, -1). P, Q, R and S arethe mid-points of sides AB, BC, CD and DA respectielyIs the quadrilateral PQRS a square? a rectangle r 54rhombus? Justify your answer. |
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| 67257. |
nd Monu bought a bat for250. Sonu paid175 and Monu paid the rest.Sonu a |
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| 67258. |
The cost ofFind he number of cha,rstcan be Puschased for 4500 |
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Answer» Cost of 1 chair = 3600÷16=225 Chairs that can be bought for Rs. 4500= 4500÷225= 20 |
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| 67259. |
ORthe ratio of the sums of first n terms of two AP's is (7n+1): (4n +27), find the ratio of their nth terms. |
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Answer» Given ratio of sum of n terms of two AP’s = (7n+1):(4n+27)Let’s consider the ratio these two AP’s mth terms as am : a’m →(2)Recall the nth term of AP formula, an = a + (n – 1)dHence equation (2) becomes,am : a’m = a + (m – 1)d : a’ + (m – 1)d’On multiplying by 2, we getam : a’m = [2a + 2(m – 1)d] : [2a’ + 2(m – 1)d’]= [2a + {(2m – 1) – 1}d] : [2a’ + {(2m – 1) – 1}d’]= S2m – 1 : S’2m – 1= [7(2m – 1) + 1] : [4(2m – 1) +27] [from (1)]= [14m – 7 +1] : [8m – 4 + 27]= [14m – 6] : [8m + 23]Thus the ratio of mth terms of two AP’s is [14m – 6] : [8m + 23]. hit like if you find it useful |
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| 67260. |
16 If the ratio of the sum of m terms and n terms ofan A.P. be m2: n2, prove that the ratio of its mthand nth terms is (2m -1): (2n-1). |
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Answer» Like if you find it useful |
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| 67261. |
19, The sum of mth terms and nth terms of an A.P. are n and m respectively, then find the sum(m + n) terms of the A.P. |
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| 67262. |
Write 3/2,4/5,8/5 in decimal notation. |
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Answer» 3/2 = 1.54/5 = 0.88/5 = 1.6 How it comes please like my answer if you find it useful |
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| 67263. |
5¡TET: 44-[33-(44 (33-44-33))) |
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Answer» thank you sir |
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| 67264. |
2.Sum the following geometric series:1-1.3-1/3^2to n terms |
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Answer» hlo tere ma ki bosi |
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| 67265. |
12.If m times the mth term of an AP is equal to n times its nth term, show that its(m +n)th term is zero.ORShow that the sum of (p+ g)th and (p-q)th terms of an AP is equal to twice thepth term. |
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Answer» please solve it |
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| 67266. |
- Write 3 integers succeeding - 9. |
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Answer» -10,-11,-12 Is it the write answer or wrong |
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| 67267. |
2. Find the sum of the following geometric series:(i) 0.15 + 0.015+0.0015 +... to 8 terms;RTI |
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Answer» a=0.15r=0.015/0.15=0.1sum of 8 terms=a*(1-r^n)/(1-r) =0.15*(1-01^8)/(1-0.1)=0.15*0.99999999/0.9=0.167(approximately) this answer is not right. |
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| 67268. |
5342.Sum the following geometric senesto a terms\1-1/3-1/3^2................ |
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| 67269. |
If the product of two whale nomnumbers is 2000, con we say thatLone or both of them will be bi zero?Justify thoough excuro alise r a |
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Answer» 0 1 2 3 4 5 6 7 8 9 hoga 0,1,2,3,4,5,6,7,8,9 is the answer of this question |
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| 67270. |
3. Iin Fig.6, LPOOROS, can we say that 4POR E LQOs7Fig. 6 |
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| 67271. |
12. A sells an article to B at a profit of 10% B sells it to Cat a profit of 6%. What it cost to Ai Chapaid 583? |
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Answer» 500 is correct answer. |
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| 67272. |
A sells an article to B at a profit of 20%B sells it to C at a profit of 4%. What does itcost A if C has paid 3624? |
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| 67273. |
216The 4th term of a geometric progression is 3 and 7Find the Geometric series (PS)term is¡ |
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Answer» 4th term=ar^3=2/37th term=ar^6=16/81(ar^6)/(ar^3)=(16/81)/(2/3)r^3=8/27so r=2/3a*(8/27)=2/3so a=(2/3)*(27/8)so a=9/4 |
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| 67274. |
12.6. The number of scooters produced in a year was25,43,163. Out of these 16,43,078 were sold.How many were still left? |
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Answer» if we subtract the no. of scooter sold from the no. of scooter produced in year we get 900085 90085 is the correct answer of the given question |
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| 67275. |
E0Find the area of aright triangle whose base is 1.2 m and hypotenuse 3.7 m..The legs of a right triangle are in the ratio 3 : 4 and its area is 1014 cm. Find the lenghs otits legs. |
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Answer» thank you |
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| 67276. |
Write 3 more Arithmetic Progressions. |
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Answer» Anarithmetic progressionis a sequence of numbers such that the difference of any two successive members is a constant. For example, the sequence 1, 2, 3, 4, ... is an arithmetic progression with common difference1. Second example:the sequence 3, 5, 7, 9, 11,... is an arithmetic progressionwith common difference2. Third example:the sequence 20, 10, 0, -10, -20, -30, ... is an arithmetic progressionwith common difference-10. |
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| 67277. |
The 4th term of a geometric progression is16and the seventh term is on. Find thegeometric series. |
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| 67278. |
Find the sum to indicated number of terms in each of the geometric progressionsV7, /21, 3v7,...n terms. |
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| 67279. |
Find the sum of the following geometric progressions:0)2,6, 18,.. to 7 terms(ii) 1, 3, 9, 27, to 8 terms.(iv) (a2 -b2, (a-b),to n terms,a + b |
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| 67280. |
have their nth terms equal, find the14](b) If the geometric progressions 5, 10, 20,and 1280, 640, 320value of n |
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| 67281. |
1911-121 a?resus, a, 360-R 6 2256 sayo 9x2-y? |
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Answer» a. 1²_11a²(1_11a)(1+11a) |
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| 67282. |
K AEEP CALMANDC Pandora Radio ListWelcome to Renalss M InboCompound inequalit5- 191 OR4x + 3 <-6Choose 1 answerA) ar 4 |
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| 67283. |
c) If tan e =tan-Whwhere ® is less than 90°, then find the value of sin 8.than 90n find the value |
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| 67284. |
7. In APQR, PRQ 90°, RSQ 90°Find:(a) CRSP(b) ZPRS(c) ZRQS60° |
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Answer» angle RSP = 90°angle PRS = 30 = [180 - (90+60)]( sum of interior angles of triangle is 180) angle RQS = 30°angle PRQ = 90 ( given). But, angle PRS is 30°(just obtained above). So, angle ,SRQ = PRQ -PRS => SRQ= 90-30 = 60 now,because(sum of interior angles of triangle is 180) therefore angle RSQ = 90-60=30° |
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| 67285. |
23 animals in the field. Some are goats and some are ducks. There are 78 legs in all. How2) There aremany of each animal are in the field? |
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| 67286. |
g,|Th αη examination, theen ase 3 multiple. Unnques tiono and eaot lustion tras 4 deies. 1not ancr all te 3 quuohons coeety |
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| 67287. |
Differentiate between sewage and sewerage |
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Answer» Ans :- Every House has a drainage system in place to help liquid waste be taken out of the home. This waste is called sewage and is drained out through pipes that drain out into an underground structure called sewer that is situated outside the house. |
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| 67288. |
तो आव्यूह D क्या होगा, जहाँ CD - AB = 0 है ?9110](B) 1714(C) F-191 -1100D 191 1107[7744 -77 -44 |
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Answer» bhia bhout mushkil hai toh the answer is c, explained in three pages |
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| 67289. |
जि + |. (139 + ६ (191 का सान जात करे | |
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Answer» Let vector a be i( j x k ) + j( i x k ) + k( ix j ). Now, ( j x k ) = i ( i x k ) = - j and( i x j ) = k Therefore, the magnitude of vector a = ( i.i ) + { j. (-j) } + ( k. k ) = 1 - 1 + 1 = 1 |
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| 67290. |
2. In a particular year, a company produced 9295715 scooters. Next year, the number ofscooters produced was 798634 more than those produced in the preceding year. Howmany scooters were produced in the second year and also find the total number ofscooters produced in both the years? |
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Answer» First year company produced scooters = 9295715 Next, year company produced 798634 more scooters Therefore,In second year number of scooters produced = 9295715 + 798634 = 10094349 Total number of scooters produced in both the years= 9295715 + 10094349= 19390064 |
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| 67291. |
यदि 75105/. + 30055 - 4 हो, तो (191 का मान निकाले |
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| 67292. |
gressions 162, 54. ave their n'term coqual, Find the valoe ofIf the geometric progressions 162, 54, 18,... andn.(R S)279lower bed, there are 23 rose plants in the first row.21 in the second, 19 in the third and soon. Thererose plants in the last row. How many rows are there in the flower bed? (Conn) |
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| 67293. |
The modulus of the vector 191 + 5-6 k is |
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| 67294. |
Hove te qadratic equation x+4x-5-0 by formula paĂŠthot |
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Answer» hit like if you find it useful |
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| 67295. |
2. A tailor needs 40 meters of clothto make 10 suits. How manymeters of cloth does he need tomake 14 such suits? |
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Answer» 10 suits = 40 m. 1 suit=40/10 =4m14 suits =4×14 m. = 56 m. so he needs 56 m. of cloth to make 14 such suits. He needs 56 meters of cloth 10 suits=40m1suits=40/10m=4m14 suits= 4×14m =56m 56meters cloth need to make 14 suits 56 m is the correct answer of the given question 56 m.is correct answer. 56 m is the best answer 🏆 56m is the right answer |
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| 67296. |
1.90*=1443 find the value of:ra x te (b) x tt |
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| 67297. |
Ifx=3-252, find the value of Te+ tee |
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| 67298. |
TE3+37If x =finfind the value of 4x2 +2 |
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| 67299. |
Find the value of x in adjacent figure |
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Answer» Sum of angles on a straight line = 180° => 2x+3x+5x = 180°=> 10x =180°=> x = 180°/10 = 18° therefore x = 18° thanks |
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| 67300. |
3.Findfrom the adjacent figure. Give reasons.-n |
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Answer» under the assumption that l is parallel to mas given a is 90°angle a = angle b = 90° as corresponding angle are equal .we have x + b = 180 (linear pair) x = 180 - 90 = 90 ° |
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