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.
| 6351. |
पाठ में दिए गए दोहों की कोई पंक्ति कथन है और कोई कथन को प्रमाणित करने वाला उदाहरण। इन दोनों प्रकार की पंक्तियों को पहचान कर अलग-अलग लिखिए। |
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Answer» पाठ में दिए गए दोहों की कोई पंक्ति कथन है और कोई कथन को प्रमाणित करने वाला उदाहरण। इन दोनों प्रकार की पंक्तियों को पहचान कर अलग-अलग लिखिए। |
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| 6352. |
If y = 7x -1, what is the value of y when x = 0? |
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Answer» If y = 7x -1, what is the value of y when x = 0? |
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| 6353. |
Question 31The surface area of a cuboid formed by joining two cubes of side a face-to-face, is ___ |
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Answer» Question 31 The surface area of a cuboid formed by joining two cubes of side a face-to-face, is |
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| 6354. |
Can sum of opposite angles of a quadrilateral be 350? |
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Answer» Can sum of opposite angles of a quadrilateral be 350? |
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| 6355. |
The expression (2+\sqrt2)^4 has value, lying between |
| Answer» The expression (2+\sqrt2)^4 has value, lying between | |
| 6356. |
Find the area of the right triangle PQY, right-angled at Q, having P as the center of the circle of radius 5 units. The length of the chord ZY is 8 units. square units |
Answer» Find the area of the right triangle PQY, right-angled at Q, having P as the center of the circle of radius 5 units. The length of the chord ZY is 8 units.![]() |
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| 6357. |
If (mn−1)2=(mn)2+1+2y, then y is equal to |
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Answer» If (mn−1)2=(mn)2+1+2y, then y is equal to |
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| 6358. |
Calculate the value of the expression using suitable identity (12×6)2 |
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Answer» Calculate the value of the expression using suitable identity (12×6)2 |
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| 6359. |
Volume of a cube having side 92 cm= |
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Answer» Volume of a cube having side 92 cm= |
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| 6360. |
Question 92 (iii) Factorise the following using the identity a2−b2=(a+b)(a−b).4x2−49y2 |
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Answer» Question 92 (iii) Factorise the following using the identity a2−b2=(a+b)(a−b). 4x2−49y2 |
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| 6361. |
Let U be the universal set and A∪B∪C=U. Then [(A−B)∪(B−C)∪(C−A)]c is equal to |
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Answer» Let U be the universal set and A∪B∪C=U. Then [(A−B)∪(B−C)∪(C−A)]c is equal to |
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| 6362. |
x^2-8x-1280 factorise |
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Answer» x^2-8x-1280 factorise |
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| 6363. |
Find the sum invested if the difference between S.I. and C.I. on a sum for 2 years at 8% per annum is ₹160. |
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Answer» Find the sum invested if the difference between S.I. and C.I. on a sum for 2 years at 8% per annum is ₹160. |
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| 6364. |
Factorise Completely : 5b2+45b+90 |
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Answer» Factorise Completely : 5b2+45b+90 |
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| 6365. |
Observe the tables given below and in each case find whether x and y are inversely proportional : (i) x6101416y9152124 (ii) x5915345y18106302 (iii) x93636y41291 |
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Answer» Observe the tables given below and in each case find whether x and y are inversely proportional : (i) x6101416y9152124 (ii) x5915345y18106302 (iii) x93636y41291 |
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| 6366. |
Factorise: 4a2+4ab+b2 |
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Answer» Factorise: 4a2+4ab+b2 |
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| 6367. |
√1764 is |
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Answer» √1764 is |
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| 6368. |
Question 85State whether the following statement is true or false:There is no cube root of a negative integer. |
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Answer» Question 85 State whether the following statement is true or false: There is no cube root of a negative integer. |
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| 6369. |
Number of outcomes when three identical dice are thrown together is |
| Answer» Number of outcomes when three identical dice are thrown together is | |
| 6370. |
Can you please tell me the formula for finding squares between 25 and 75. Can you also please tell the formula for finding squares between 75 and 125 |
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Answer» Can you please tell me the formula for finding squares between 25 and 75. Can you also please tell the formula for finding squares between 75 and 125 |
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| 6371. |
Question 3Decimal representation of a rational number cannot beA) TerminatingB) Non-terminatingC) Non-terminating repeatingD) Non-terminating non-repeating |
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Answer» Question 3 Decimal representation of a rational number cannot be A) Terminating B) Non-terminating C) Non-terminating repeating D) Non-terminating non-repeating |
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| 6372. |
There is a 2 - D plane filled with 3 digit, 2 digit and single digit numbers. A, B and C are 3 digit numbers. The digit at the hundreds place is the head and the digit at units place is tail of the number. There are no mirrors in this plane. So, no number can see its own tail. A, B and C are good friends. Since, A can see B's and C's tail, it tells them that they both are divisible by 4. B and C tell A that it is divisible by 2. One day a 3D Mathematician comes and adds A, B and C to form a 4 digit number. This new number (A + B + C), must be divisible by: |
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Answer» There is a 2 - D plane filled with 3 digit, 2 digit and single digit numbers. A, B and C are 3 digit numbers. The digit at the hundreds place is the head and the digit at units place is tail of the number. There are no mirrors in this plane. So, no number can see its own tail. A, B and C are good friends. Since, A can see B's and C's tail, it tells them that they both are divisible by 4. B and C tell A that it is divisible by 2. One day a 3D Mathematician comes and adds A, B and C to form a 4 digit number. This new number (A + B + C), must be divisible by: |
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| 6373. |
The area of following figure is: |
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Answer» The area of following figure is:
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| 6374. |
Question 111(i) At a birthday party, the children spin a wheel to get a gift. Find the probability of getting a ball ? |
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Answer» Question 111(i) At a birthday party, the children spin a wheel to get a gift. |
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| 6375. |
Question 145(ii) The table given below shows the distances, in kilometres, between four villages of a state. To find the distance between two villages, locate the square, where the row for one village and the column for the other village intersect If you drove from Himgaon to Sonapur and then from Sonapur to Rawalpur, how far would you drive? |
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Answer» Question 145(ii) |
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| 6376. |
Question 46(ii)The cost of a notebook is Rs. 10. Draw a graph after making a table showing the cost of 2,3,4..... notebooks. Use it to find the number of notebooks that can be purchased with Rs. 50. |
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Answer» Question 46(ii) The cost of a notebook is Rs. 10. Draw a graph after making a table showing the cost of 2,3,4..... notebooks. Use it to find the number of notebooks that can be purchased with Rs. 50. |
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| 6377. |
uising integration, find the area enclosed by the curve y =x- x2 and positive x-axis is is from x=0 to x= |
| Answer» uising integration, find the area enclosed by the curve y =x- x2 and positive x-axis is is from x=0 to x= | |
| 6378. |
Question 1 (vi)What will be the unit digit of the squares of the following number:26387 |
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Answer» Question 1 (vi) 26387 |
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| 6379. |
What is −7×−13? |
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Answer» What is −7×−13? |
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| 6380. |
28. What is difference between equations and identities? |
| Answer» 28. What is difference between equations and identities? | |
| 6381. |
Construct an isosceles triangle ABC in which base BC = 4.5 cm and altitude from A on BC is 3.8 cm. |
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Answer» Construct an isosceles triangle ABC in which base BC = 4.5 cm and altitude from A on BC is 3.8 cm. |
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| 6382. |
The definition of a polygon is a two-dimensional closed figure formed by ___ lines. |
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Answer» The definition of a polygon is a two-dimensional closed figure formed by |
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| 6383. |
A steamer goes down stream and covers the distance between two ports in 4 hours while it covers the same distance up stream in 5 hours. If the speed of the steamer upstream is 2 km/hour, find the speed of steamer in still water. |
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Answer» A steamer goes down stream and covers the distance between two ports in 4 hours while it covers the same distance up stream in 5 hours. If the speed of the steamer upstream is 2 km/hour, find the speed of steamer in still water. |
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| 6384. |
Question 103(ii)Verify - (- x) = x forx=−79 |
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Answer» Question 103(ii) Verify - (- x) = x for x=−79 |
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| 6385. |
The child is not there..... Ques-How to take out Mark Price and discount if only CP is given or only SP is given. |
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Answer» The child is not there..... Ques-How to take out Mark Price and discount if only CP is given or only SP is given. |
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| 6386. |
if a no. (m) is chosen at random from the numbers -6,.-5,. -4,-3,-2,-1,0,1,2,3,4,5,6,.the probability such that m^3 |
| Answer» if a no. (m) is chosen at random from the numbers -6,.-5,. -4,-3,-2,-1,0,1,2,3,4,5,6,.the probability such that m^3 <30 is ? 4 | |
| 6387. |
The value of 2234 is(a) 2-16(b) 2-6(c) 216(d) 26 |
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Answer» The value of is (a) (b) (c) (d) |
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| 6388. |
Which of the following is/are concave quadrilaterals? |
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Answer» Which of the following is/are concave quadrilaterals? |
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| 6389. |
Match the following algebraic expressions with their factorised form. |
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Answer» Match the following algebraic expressions with their factorised form. |
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| 6390. |
If two angles of a quadrilateral are 45o and 75o, sum of the other two angles is _____ . |
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Answer» If two angles of a quadrilateral are 45o and 75o, sum of the other two angles is _____ . |
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| 6391. |
To draw a pie chart, we need to represent each part of the data as a proportion of 360, because there are 360 degrees in a circle. For example, if 55 out of 270 vehicles are vans, we will represent this on the circle as a segment with an angle of: 5527×360=73 degrees. The pie chart below shows the percentages of blood types for a group of 200 people. a) How many people, in this group, have blood type AB? b) How many people, in this group, do not have blood type O? c) How many people, in this group, have blood types A or B? |
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Answer» To draw a pie chart, we need to represent each part of the data as a proportion of 360, because there are 360 degrees in a circle. For example, if 55 out of 270 vehicles are vans, we will represent this on the circle as a segment with an angle of: 5527×360=73 degrees. The pie chart below shows the percentages of blood types for a group of 200 people. ![]() a) How many people, in this group, have blood type AB? b) How many people, in this group, do not have blood type O? c) How many people, in this group, have blood types A or B? |
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| 6392. |
Question 99(i)Playing cardsFrom a pack of cards, the following cards are kept face down :Suhail wins if he picks up face card. Find probability of Suhail winning ? |
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Answer» Question 99(i) Playing cards |
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| 6393. |
Find the measure of ∠PQR, if ∠ZXY = 25°. |
Answer» Find the measure of ∠PQR, if ∠ZXY = 25°. |
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| 6394. |
Find the simple interest for a sum of ₹ 25,000 invested for 2 years at 8 % per annum |
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Answer» Find the simple interest for a sum of ₹ 25,000 invested for 2 years at 8 % per annum |
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| 6395. |
The collection of all the points in a plane, which are at a fixed distance from a fixed point in the plane is called ______. |
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Answer» The collection of all the points in a plane, which are at a fixed distance from a fixed point in the plane is called ______. |
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| 6396. |
The length of a cuboid is twice its breadth. The breadth is twice its height. Find the ratio of the lateral surface area to the total surface area of the cuboid. Given that the height of the cuboid is 2 cm. |
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Answer» The length of a cuboid is twice its breadth. The breadth is twice its height. Find the ratio of the lateral surface area to the total surface area of the cuboid. Given that the height of the cuboid is 2 cm. |
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| 6397. |
Which of the following are correct regarding the given figure? |
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Answer» Which of the following are correct regarding the given figure? |
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| 6398. |
{ What is the sum of the digits of }(9999999999)^3} |
| Answer» { What is the sum of the digits of }(9999999999)^3} | |
| 6399. |
In the trapezium PQRS shown below, PQ is parallel to RS. Find its area. |
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Answer» In the trapezium PQRS shown below, PQ is parallel to RS. Find its area.
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| 6400. |
How many cubes of side length 3 can be fit in a cuboid of dimension 3×6×9? |
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Answer» How many cubes of side length 3 can be fit in a cuboid of dimension 3×6×9? |
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