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.
| 4351. |
Which of the following is not a unit of mass ?(I) Kilogram(2) Quintal(3) Pound(4) Mile |
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Answer» (4) Mile is not a unit of mass. It is a unit of distance. kilogram is a unit of mass |
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| 4352. |
.lf.a unit vector a makes angles-with iwith J and an acute angle θ withk , then find θ and hence, the components of a. |
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| 4353. |
A train travels 125.5 miles in Ls150 minutes. One mile is about1.61 kilometers. Which of the followinis closest to the train's speed in Xkilometers per hour?X 262 |
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| 4354. |
utes. How long williExample 7: 6 pipes are required to fill a tank in 1 hour 20 minutes. Howtake if only 5 pipes of the same type are used? |
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Answer» 6pipecanfillatank=60+20=80min5pipescanfillatank=xmin∵Itisininverseproportion6×80=5×xx=56×80x=96minHence,Timetakenby5pipetofilltank=96min plz accept as best 6 pipes = 60min 20min = 80min 5 pipes = x min 6*80 = 5*x x=480/5 =96min Number of pipes and time taken are inversely proportional. That is, if number of pipes decrease then the time increases and vice versa. Time taken by 6 pipes to fill the tank = 1hour 20min = 60+20=80min Let the time taken by 5 pipes by y As they are inversely proportional, 6×80=5×y 6×80/5 = y 96min= y Time taken by 5 pipes to fill the tank= 1hour and 36minutes Read more on Brainly.in - https://brainly.in/question/3150761#readmore 96 min is the correct answer of the given question |
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| 4355. |
37.In a ΔPQR , if3 sin P + 4 cos Q=6 and 4 sinQ +3 cos P=1 then the acute angle 'R' isequal to |
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| 4356. |
. The distance between places A and B is999 km. An express train leaves placeAat 6 am and runs at a speed of 55.5km/hr, The train stops on the way for 1hour 20 minutes, It reaches B at |
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| 4357. |
with x-axis andwithWrite a unit vector which makes an angle ofZ-axis and an acute angle with y-axis. |
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| 4358. |
OMIALSVerify whether the following are zeroes of the polynomial, indicated against them.(i) p(x) = 3x +1, x=-3(iii) p(x)=r-l, r=L-1(v) px)x. x0(ii) p(x) = 5x-π, x = 5(iv) p( r ) = ( r +1 ) (x-2), x=-1.2(vi) p(x)=lx+ m. x=-1(viii) p(x)=2x + 1, χ=(vii) p(x) = 3r2-1, x =-下, |
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| 4359. |
12. In parallelogram PQRS, A and B are the mid-pointsof PS and QR respectively. Diagonal PR intersectsAB at point O. Prove that ar(APQR)- ar(APQB). |
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| 4360. |
61. To divide a line segment PQ in the ratio r: sr, Sare positive integers), draw a ray PX so that ZQPXis an acute angle and then mark points on ray PXat equal distances such that the minimum numberof these points is(1) r-s(2) + $(3) r + S-1(4) rs |
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Answer» 3 is the right answer... |
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| 4361. |
(iii) Write the expansion of (1 + x)"where m e Rl +x)" |
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| 4362. |
13. Simplify by using algebraic identities.\begin{array}{l}{(x+y)(x-y)\left(x^{2}+y^{2}\right)} \\ {(p+q)^{2}-(p-q)^{2}} \\ {(r+s)^{2}-(r+s)(r-s)}\end{array} |
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| 4363. |
L R f(x)=x" g(x)=x+2 VxR AN gof T fog TRT gof = fog R | |
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Answer» gof=g(x^2) = x^2 + 2fog=f(x+2) = (x+2)^2 = x^2 + 4 + 4x |
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| 4364. |
(6*3^(1/3))*((6*2^(1/3))*(2*6^(2/3))) |
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| 4365. |
d)11. If A-B and BtnA: B: C-?2a) 1: 3: 6b)2:3:6c) 3: 2: 6d) 3: 1: 2 |
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| 4366. |
\frac { 7 } { 27 } + \frac { 2 \frac { 2 } { 3 } - 2 \frac { 1 } { 6 } } { 2 \frac { 1 } { 3 } + 1 \frac { 1 } { 6 } } |
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Answer» (7/27)+((8/3-11/6)/(7/3+7/6)=(7/27)+(((16-11)/6)/((14+7)/6))=(7/27)+((5/6)/(21/6))=(7/27)+(5/21)=(7/(3*9))+(5/(3*7))=((7*7+5*9)/(3*9*7))=94/189 |
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| 4367. |
Circles of radius 2 are centered at the vertices of a triangle with sides lengths 8, 11 and 12. Find the length of a belt that fits tightly around those three circles as shown in the figure. |
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Answer» a is the answer for this question how |
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| 4368. |
If the three vertices of a parallelogram ABCD are (-2,3) (6,7) and (0,3), find the 4th vertices, |
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| 4369. |
83. A tree, 12 cm height is broken by wind in such a way that its top touches the ground and makes anangle 60° with the ground. At what height from the bottom the tree is broken by the wind84. The three vertices of a parallelogram are (1,1),(4,4) and (4,8). Find the 4h vertex |
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Answer» hit like if you find it useful |
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| 4370. |
Assignment for class -XSubject- Math(chapter-12)The sides of triangle are 35cm, 54cm and 61cm respectively,Find the length of the longest side. |
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Answer» 61 is the longest side 61 is the correct answer 61 is the correct answer 61 is the longest side |
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| 4371. |
16.If x= 2 and y = 1 the value of x4 + y4 - 2x2,2(a) 8(c) 10(b) 9(d) 12Ar |
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Answer» Answer: b)9Explanation: |
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| 4372. |
The difference between the ages of Gopal and his father is 26 years. If the sum of their ages is 56 years, find the ages of Gopal and his father. |
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Answer» There are two possibilities. Either assume that ages can be in decimals too. Or, we say that the data given is not right. Father + Son = 47 yearsFather - Son = 26 years Sum both equations to get Father's age. Father = 73/2 = 36.5 years or 36 years 6 months. So use the first equation to get Son's age. Son = 47 - 36.5 = 10.5 years or 10 years and 6 months. the answer is gopal =15yrs,father=41yrs |
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| 4373. |
(14) Ravi sold a watch to Sudhir at a profitof 6%. Sudhir then sold it to Gopal ata loss of 5%. If Gopal paid 2014 forthe watch, find how much the watchcost Ravi. |
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Answer» Ravi has sold with 6% profit and Sudhir sold with 5% lossso x(1.06)(0.95)=2014so CP of Ravi=2000 |
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| 4374. |
A 360 km/hr8 410 km/hrC 720 km/hrD 1640 km/h3. An athlete can run 8 kilometers in 1 hour W the athlete nsame average speed for 30 minutes, how far will the athleA 16 kmะ 9kmะก 4.0 kmD 3.3 km |
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Answer» like if you find it useful |
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| 4375. |
A pigeon can fly at a speed of 84 kilometers per hourHow long does it take the pigeon to fly 7 kilometers? |
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| 4376. |
A watch is marked in such a way that after allowing a discount of 10%, he gains 26%. How much perabove the C.P. is the marked price? |
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Answer» Let the CP = Rs.100 Then SP= 100 + 19 = Rs.119 Let the marked price be Rs. x Then 85% of x = 119 85/100* x = 119 x = 119 * 100/85 =140 Marked price = 40% above CP |
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| 4377. |
73x, 5x and ix alboxs. Suresh walks at a speed of x kilometers per hour. What is the distancecovered by him in 3x hoursFind the product of the following expressions.(i) 7p and (2p+ 3p) |
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Answer» Given:-Suresh works at a speed of x kilometres per hour. ∴Distance covered in 3x hours=Speed×time=x km/hr × 3x hr=3x² km are u sure for answer thanku sir |
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| 4378. |
If a motor boat covers a distance of 20 kilometers in 1 hour, then how long will it take to go 85 kilometers |
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Answer» To cover the distance of 85 kilometers we have to multiply 20 by 8520×85 = 1700 minutesTo convert minutes into hours we have to 1700÷60 = 3 hrs approx to cover distance of 85 kilometres we have multiply 20 by 85 -_1700 minutes 1700 divid 60 -_ 3hrs |
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| 4379. |
Two right triangles ABC and DBC are drawn on the same hypotenuse BCand on the same side of BC. If AC and BD intersect at P, prove thatAP x PC BP x DP. |
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Answer» Like if you find it useful |
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| 4380. |
9. ABC is a triangle. D, E and F are the midpoints of AB, AC and BC respectively. Prove that DE andAF bisect each otherANSWERS |
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Answer» As D and E are mid-points of sides AB and BC of the triangle ABC, by Theorem 1, DE || AC Similarly, DF || BC and EF || AB Therefore ADEF, BDFE and DFCE are all parallelograms. Now DE is a diagonal of the parallelogram BDFE, therefore, ∆ BDE ≅ ∆ FED Similarly ∆ DAF ≅ ∆ FED and ∆ EFC ≅ ∆ FED So, all the four triangles are congruent. |
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| 4381. |
(9') The distance between two places A and B on road is 70 kilometers. A car starts from Aand the other from B. If they travel in the same direction, they will meet after 7 hours. Ifthey travel towards each other they will meet after 1 hour, then find their speeds. |
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Answer» Point A and B cars speed be A km/hr and B km/hr respectivelythey travel in same directionthey meet in 7hrPoint A and B are 70 km apart7A=7B+70A=B+10they travel toward each otherthey meet in 1hrPoint A and B are 70 km apartA+B=70keeping the value for AB+B+10=70A=40km/hrB=30km/hr |
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| 4382. |
A watch hour hand is 1 cm long. Find the areacovered by the hour hand in 4 hours. |
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| 4383. |
2. The hour and minute hands of a clock are 4.2 cm and 7 cm long respectively. Find the sumof the distances covered by their tips in 1 day.Hint. Distance moved by hour hand in 12 hours 2 x 22 x4.2 c 26.4 cm.Distance moved by hour hand in 24 hours (26.4x2) cm 52.8 cm.Distance moved by minute hand in 1 hour =| 2x 22x71cm-44 cm.Distance moved by minute hand in 24 hours = (44x24) cm = 1056 cm. |
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Answer» thank thank Bhai the intended recipient or the taking of square feet in length of time to get to the future please unsubscribe by clicking here Comcast the intended recipient or an employee the future of square feet of snow on you and your team to help with your company is not the same you are doing great and I have a great weekend too and consideration and I will be in a few days ago you mentioned you would like to see you soon and we will have to go to a new message the other hand the keys to the same you are interested in the morning to see you then if you have any other information you need to be a good day please find the future and I will send the future of our lives and consideration and I am not sure if it is a very good at it again in a while ago you said that he was the first time itrtnhiyyn the future of our clients so you have received your email address is the best way for you and I am not sure if you have any questions or comments about this but I'm still working on the intended |
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| 4384. |
2RCİSE 1.5. Classify th5 follow¡s as rational or irrational:(ii)(3+V23)-./23(iii) 270 2-45Il7V7 |
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Answer» 2 - root(5) irrational 3 + root(23) - root(23) = 3 rational 2root(7)/7root(7) = 2/7 irrational |
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| 4385. |
(1+2 i) (2-3 i)(a+ib)ず网が丽村ㄧ |
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| 4386. |
5. Rationalise the denominators of the following:11) 3+ 12 |
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Answer» 1) 1 ---------- 3 +√2 ans. 1 3 - √2 3 - √2 ---------- = ----------- = ----------- 3 + √2 3 - √2 9 - 2 = 3 - √2 ---------- .....👌 7 |
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| 4387. |
Rationalise the denominator\begin{array}{l}{\text { 1) } \frac{\sqrt{3}+1}{\sqrt{3}-1}} \\ {\frac{1}{\sqrt{3}+\sqrt{2}-\sqrt{5}}}\end{array} |
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| 4388. |
5) Rationalise the denominator55+52 |
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| 4389. |
Complete the mirror image by drawing hour hand and minute hand othe clock showing 5 o'clock. |
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Answer» 7'o cleck is the answerminutes hand at 12 and hour hand at 7 |
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| 4390. |
10. Show that the minute hand of a watch gains 5 30' on the hour hand in a minute. |
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Answer» A minute hand moves 6° in a minute and hour hand move 30' in a minute so the gain is 5°30'. |
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| 4391. |
Find the angle between the minute hand and the hour hand of a clock when the time is 7:20. |
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Answer» At exactly 7:00 be our reference. Let's start our observation here - Start time and start position. Minute hand — 0 deg. Hour hand — 210 deg. By 7:20, the minute hand is 120 degs ahead from its start position - Minute hand — 0 + 120 degs In this duration, hour hand had moved some angle ahead, say x degs. Hour hand — 210 + x degs Then the angle between minute and hour hand becomes - (210 + x) - (0 + 120) = 90 + x So if we find x, we get the answer. x is the angle moved by hour hand in 20 mins. In 60 mins, hour hand moves by 30 degs, so in 20 mins it must move by 20*(30/60) = 10 degs. So x = 10 Therefore the required angle is 90 + 10 = 100 degs. This can be solved faster if we consider relative speed of min on the second hand hope this will help you like my answer and MARK IT AS BEST ANSWER |
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| 4392. |
In Fig. 892 which is the longerO LVor MN.) ABDC. AB or BD?a) PB or PC, given PB and PC bisect Zs ABC..) nO or PR.and ZACB respectively.011 or QR if LM> LR and LLMQ=LRO. |
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| 4393. |
Lengths of minute hand and the hour hand of a clock are in the ratio 4:3. Find the ratio between the areas swept by the two hands in one hour |
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| 4394. |
s What is the measure of the angle between the hour hand and the minute handof a clock at 6:50? |
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Answer» Angle between minute and hour hand at 6:50 is 60 degree |
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| 4395. |
. In the given figure, ABC is an equilateraltriangle; PQI AC and AC is produced to Rsuch that CR - BP. Prove that QR bisects PC.8 |
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Answer» thanks I can't read the full answer so plz send me by doing in your copy and send me pic |
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| 4396. |
ind the values of y for which the distante between the points P(2,-3) and Q(10, y)10 units. V. u,v T |
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| 4397. |
a t iba -ib2.2If (x i)i prove that x +y 1 |
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| 4398. |
a + ibExample 20. If x+iyx2 +y2 =1then prove thata -ibINCERT, M.P. 2018) |
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| 4399. |
eR S Q"IB |
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| 4400. |
+ 1in form of a + ib |
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