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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.
| 201. |
The ratio betweenthe curved surface areaand the totalsurfacearea of a cyclinder is 1: 2Find the ratio betweenthe heightand the radiusof the cyclinder. |
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| 203. |
Divide line segmentAB=10 cm into six equal parts. |
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Answer» Solution :step 1`:` Draw `AB=10` cm Step 2`:` Draw a ray AL such that AL does not COINCIDE with AB. Step 3`:` Mark SIX equal line segments AC,CD,DE,EF,FG and GH on the ray AL of some convenient length, using a compass. Step4 `:` Join HB. Step 5 `:` Draw line segments parallel HB, through the points C,D,E,F and G intersecting the line segment AB at P,Q,RR,S and T RESPECTIVELY. The line segments AP,PQ,QR,RS,ST and TBARE the REQUIRED six equal parts of the line segment AB. Dividing a line segment internally in a given ratio |
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| 204. |
Two sides of a triangle are 6.4 m and 4.8 m.If height of the triangle corresponding to 4.8 m side is 6 m, find :(i) area of the triangle, (ii) height of the triangle corresponding to6.4 m side |
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| 205. |
The perimeter of a square is numerically equalto its area. Find its area. |
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| 206. |
One of the equal sides of an isosceles triangleis 13 cm and its perimeter is 50 cm. Find thearea of the triangle. |
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| 207. |
A pole 14 m high casts a shadow of 10 m. At the same time , what will be the height of a tree, the length of whose shadow is 7 meters? |
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Answer» 20m |
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| 208. |
Which of the following numbers is not a perfect square ? |
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Answer» 3600 |
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| 209. |
For each inequation , given below, represent the solution on a number line: 5/2 -2x ge 1/2, x in W |
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| 210. |
A room5 m long 4.5 mwide and 3.6mhigh has one door 1.5 mby 2.4mand two windowseach 1m by 0.75m. Find:(i)the area of its walls ,excluding door and windows. (ii)the cost of distempering its walls at the rate of rupees 4.50per m ^(2) (iii)The cost of painting itsroof at the rate of rupees 9 per m ^(2) |
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| 211. |
A cuboid is 8 m long . 12 m broad and 3.5 m high. Find its total surface area. |
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| 212. |
The sum of interior angles of a regular polygon is twice the sum of its exterior angles. Find the number of sides of the polygon. |
| Answer» ANSWER :A | |
| 213. |
A circular field of radius 105 m has a circularpath of uniform width of 5 m along and insideits boundary. Find the area of the path. |
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| 214. |
A path of uniform width 2m runs around the inside of a square field of side 20m. Find the area of the path. |
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| 215. |
The radiiof the inner and outer circumferences of a circular-running-track are 63 m and 70 m respectively. Find : (i) the area of the track (ii) the difference between the lengths of thetwo circumferences of the track |
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| 216. |
Explain the situations represented by the following distance-time graphs : |
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Answer» `(B)` Moves with uniform speed and then comes to REST. `(C )` Moves with nonuniform speed and then SLOWLY comes to rest. |
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| 218. |
Locate the points P(3, 4), Q(1, 0), R(0, 4) and S(4, 1) on a graph sheet and write the coordinates of the point of intersection of line segments PQ and RS. |
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| 219. |
Find the capacityof a cyclindercontainerwith internal diameter 28 cm and height20 cm. |
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| 220. |
Calculate the sum of angles of a polygon with : (i) 10 sides (ii) 12 sides (iii) 20 sides |
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| 221. |
Find the samallest number by which 396 must be multiplied so that the product becomes a perfect square. |
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| 222. |
A solid cube of edge14 cmis melted down and recast into smaller and equal cubes each of edge 2 cm . Find the number of smaller cubes obtained. |
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| 223. |
A roller has a diameter of 1.4 m. Find : (i) its circumference (ii) the number of revolutions it makes whiletravelling 61.6 m. |
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| 224. |
A closed box is a cuboidin shape with length = 40 cm, breadth= 30 cmand height = 50 cm , It is made of thin metal sheet. Find the cost of metal sheets required to make 20 such boxes. If1m ^(2)of metal sheet costs rupes 45. |
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| 225. |
A sum of money, lent out at simple interest, doubles itself in 8 years. Find : (i) the rate of interest. (ii) In how many years will the sum become triple (three times) of itself at the same rate percent ? |
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| 226. |
Which of the following numbers is in standard form? |
| Answer» Answer :C | |
| 227. |
The sum of the interior angles of a regular polygon is equal to six times the sum of exterior angles. Find the number of sides of the polygon. |
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| 228. |
Find the amount and the compound interest on Rs. 4,000 in 2 years, if the rate of interest for first year is 10% and for the second year is 15%. |
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| 229. |
A wire, when bent in the form of a square,encloses an area of 196 cm^(2). If the same wireis bent to form a circle, find the area of the circle. |
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| 230. |
Find the area of metal - sheet requiredto make an opentank of length= 10 mbreadth= 7.5m and depth = 3.8 m. |
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| 231. |
MN and PS are two equal chords of a circle drawn on either side of centre O of the circle . Both the chords are produced to meet at point A. If the radius of the circle is 10cm. MN=12 cm and OA =17 cm , then find NA. |
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| 232. |
A and B are any two sets. P_(1) is the power set of A and P_(2) is the power set of B. If n(P_(1))-n(P_(2))=31, then find the number of elements in a and B. |
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| 233. |
A rectangular sheet of paper44 cm xx 18 cmis rolledalong its length and a cycllinder is formed. Find the radius and the volume of the cyclinder formed. |
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| 234. |
Draw a line segment of length 8 cm and divides it in the ratio 2: 3 |
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Answer» Solution :Step 1 `:` Draw aline segment AB of length 8 cm. Step 2`:` Draw a ray AP which does not coincide with AB. Step 3 `:` Mark five `(2+3=5)` equal line segmentsAC,CD,DE,EF and FG on the ray AP using a compass. Step 4 `:` JOIN GB. Step 5`:` Through E, draw a line segment parallel to GB to intersect AB at X. `:. `AX and XB are in the ratio `2:3
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| 235. |
The parallel sides of a trapezium are in theratio 3:4. If the distance between the parallel sides is 9 dm and its area is 126 dm^(2),find thelengths of its parallel sides. |
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| 236. |
Find the area of trianglewhose sides are 9 cm, 12cm and 15 cm. Also, find the length of altitude corresponding to the largest side of the triangle. |
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| 237. |
If x and y are directly proportional, find the values of x_1,x_2 and y_1 in the table given below: |
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| 238. |
A certain sum amounts to Rs. 3,825 in 4 years and to Rs. 4,050 in 6 years. Find the rate percent and the sum. |
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| 239. |
Consider the following input/output table. Draw a line graph for it. Now, use the graph drawn to predict the outputs for the inputs of 3 and 8. |
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| 240. |
A field is in the shape of a quadrilateral ABCDin which side AB = 18 m, side AD = 24 m,side BC = 40 m, DC = 50 m and angleA=90^(@). Find the area of the field. |
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| 241. |
The sides of a pentagon are produced in order. If the measures of exterior angles so obtaineed are x^(@), (2x)^@, (3x)^@, (4x)^@ and (5x)^@, find all the exterior angles. |
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| 243. |
If n(A) = n(B) = n(C) = 13, n(A nn B nn C') = 2, n(B nn C nn A') = 4, n(A nn C nn B') = 3 and n(A nn B nn C) = 1then find the number of elements which belongs to at most one of the sets. |
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| 244. |
(i) If all the angles of a hexagon are equal, find the measure of each angle. (ii) If all the angles of a 14-sided figure are equal, find the measure of each angle. |
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| 245. |
A man started his journey on his car from location A and came back. The graph given below shows his position at different times during the whole journey. Study the above graph carefully and answer the questions that follow: (i) At what time did he start and end his journey ? (ii) What was the total duration of the journey ? (iii) Which journey, onward or return, was of longer duration? (iv) For how many hours did he not move ? (v) At what time did he have the fastest speed ? |
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| 247. |
Observe the tables given below and in each one find whether x and y are proportional: |
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| 248. |
Is it possible to have a regular polygon with each interior angle equal to 105^@? |
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| 249. |
Find the area of the circle, length of whosecircumference is equal to the sum of the lengths of the circumferences of circles withradii 15 cm and 13 cm. |
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| 250. |
The ratio of the number of sides of two polygons is 1:2, and the ratio of the sum of their angles is 3:8. Find the number of sides in each polygon. |
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Answer» `7` and `19` |
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