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.
| 2701. |
In the figure below, ray OS stands on a line POQ. Ray OR and ray OT are angle bisectors of ∠POS and ∠SOQ, respectively. If ∠POS = x, find ∠ROT. |
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Answer» In the figure below, ray OS stands on a line POQ. Ray OR and ray OT are angle bisectors of ∠POS and ∠SOQ, respectively. If ∠POS = x, find ∠ROT. |
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| 2702. |
In an equilateral triangle, lengths of the sides are __. |
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Answer» In an equilateral triangle, lengths of the sides are |
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| 2703. |
Which is greater:(a) 0.07 or 0.02(b) 0.5 or 0.05(c) 3.3 or 3.300 |
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Answer» Which is greater: (a) 0.07 or 0.02 (b) 0.5 or 0.05 (c) 3.3 or 3.300 |
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| 2704. |
If A¯¯¯¯B+¯¯¯¯AB=C, then the value of A¯¯¯¯C+¯¯¯¯AC = |
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Answer» If A¯¯¯¯B+¯¯¯¯AB=C, then the value of A¯¯¯¯C+¯¯¯¯AC = |
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| 2705. |
Rotating the given regular hexagon by an angle of 60∘ yields the same figure as the original. At what other angles will this happen for the figure? |
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Answer» Rotating the given regular hexagon by an angle of 60∘ yields the same figure as the original. At what other angles will this happen for the figure? |
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| 2706. |
The numerical factor of a term is known as |
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Answer» The numerical factor of a term is known as |
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| 2707. |
Question 8Half of a herd of deer are grazing in the field and three-fourths of the remaining are playing nearby. The rest 9 are drinking water from the pond. Find the number of deer in the herd. |
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Answer» Question 8 Half of a herd of deer are grazing in the field and three-fourths of the remaining are playing nearby. The rest 9 are drinking water from the pond. Find the number of deer in the herd. |
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| 2708. |
Solve the following problems.What sum will amount to Rs. 392 at the rate of 4% p.a in 3 years? |
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Answer» Solve the following problems. What sum will amount to Rs. 392 at the rate of 4% p.a in 3 years? |
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| 2709. |
Find the least number which must be added to 306452 to make it a perfect square. |
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Answer» Find the least number which must be added to 306452 to make it a perfect square. |
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| 2710. |
For the following quadrilateral, which option is correct? |
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Answer» For the following quadrilateral, which option is correct?
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| 2711. |
Mention the value of the variable in each of the following:(1) (2) (3) (4) (5) |
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Answer» Mention the value of the variable in each of the following: (1) (2) (3) (4) (5) |
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| 2712. |
Observe the given bar graph carefully and answer the questions that follow.What information does the bar graph depict? |
Answer» Observe the given bar graph carefully and answer the questions that follow.![]() What information does the bar graph depict? |
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| 2713. |
Which of the following forms a Pythagorean triplet? |
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Answer» Which of the following forms a Pythagorean triplet? |
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| 2714. |
31. prove that in a triangle, angle opposite to the longest side is greater than 2/3 of right angle |
| Answer» 31. prove that in a triangle, angle opposite to the longest side is greater than 2/3 of right angle | |
| 2715. |
Prepare Sales book and Purchases book of M/s Deendayal from the following transactions:− 2016 June 7 Purchased from Arora & Co., Nai Sarak 10 Chairs ₹ 200 each 1 Table for ₹ 600 Trade discount 10% June 10 Sold to Sudha Furniture Co., Agra 2 Almirahs ₹ 2,000 each Less : 15% June 12 Sold to Meera Mart for cash 10 Tables ₹ 1,000 each June 15 Purchased from Hira Lal & Sons for cash 15 Chairs ₹ 350 each June 16 Purchased from Fateh Chand & Co., Delhi 5 Chairs ₹ 180 each June 25 Sold to Ravi Sharma, Delhi 2 Dining Tables ₹ 6,000 each Less : 10% |
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Answer» Prepare Sales book and Purchases book of M/s Deendayal from the following transactions:−
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| 2716. |
17. Draw a line segment AB and by ruler and compasses, obtain a line segment of length (3/4)AB |
| Answer» 17. Draw a line segment AB and by ruler and compasses, obtain a line segment of length (3/4)AB | |
| 2717. |
Question 5(v)Obtain the product of:m,-mn,mnp |
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Answer» Question 5(v) |
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| 2718. |
Chen and Hermione took a loan of $4000 each at 15% per annum for 312 years and 5 years respectively. Then, the difference in the interest paid by them is (in dollars)900 |
Answer» Chen and Hermione took a loan of $4000 each at 15% per annum for 312 years and 5 years respectively. Then, the difference in the interest paid by them is (in dollars)
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| 2719. |
प्राचीन काल में मनोरंजन और शक्ति प्रदर्शन के लिए किस प्रकार के आयोजन किए जाते थे? |
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Answer» प्राचीन काल में मनोरंजन और शक्ति प्रदर्शन के लिए किस प्रकार के आयोजन किए जाते थे? |
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| 2720. |
Following are the steps for plotting a line graph. (a) Plot the data points.(b) Connect the data points with straight lines.(c) Use a kink if actual data is far away from the starting value zero.(d) Determine the independent and dependent variables.(e) Choose the horizontal and vertical axis scale depending upon the minimum and maximum value of the independent and dependent variables, respectively.(f) Set the independent variable on the horizontal axis and the dependent variable on the vertical axis with appropriate units.Arrange the steps in correct order. |
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Answer» Following are the steps for plotting a line graph.
Arrange the steps in correct order. |
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| 2721. |
How to prove that \sqrt4 is rational? |
| Answer» How to prove that \sqrt4 is rational? | |
| 2722. |
Construct the following angles and verify by measuring them by a protractor:(i) 75∘ |
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Answer» Construct the following angles and verify by measuring them by a protractor: (i) 75∘ |
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| 2723. |
Which is the greatest 312,215,56. What is the general approach to solve. |
| Answer» Which is the greatest 312,215,56. What is the general approach to solve. | |
| 2724. |
Find the number of lines of symmetry for the given shape: |
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Answer» Find the number of lines of symmetry for the given shape:
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| 2725. |
The value of 722−712 is equal to |
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Answer» The value of 722−712 is equal to |
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| 2726. |
Because of his habit of always peeking into the books of higher grades, Ted was able to recollect that Euclid gave some axioms. How many axioms did Euclid give? |
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Answer» Because of his habit of always peeking into the books of higher grades, Ted was able to recollect that Euclid gave some axioms. How many axioms did Euclid give? |
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| 2727. |
The number of two digit even multiples of 7 are |
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Answer» The number of two digit even multiples of 7 are |
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| 2728. |
Ranjeet travels 452 km to his hometown. If he takes a bus for 225 km and a train for the remaining journey, what distance (in decimals) did he travel by train? |
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Answer» Ranjeet travels 452 km to his hometown. If he takes a bus for 225 km and a train for the remaining journey, what distance (in decimals) did he travel by train? |
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| 2729. |
The bisectors of a pair of vertically opposite angels are in the __________. |
| Answer» The bisectors of a pair of vertically opposite angels are in the __________. | |
| 2730. |
Figure shows the sale of mobiles of different brands.Select the mobile brand whose sale is 0.25 of the Nokia. |
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Answer» Figure shows the sale of mobiles of different brands. |
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| 2731. |
What algebraic expression must be added to 9y to get 25x? |
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Answer» What algebraic expression must be added to 9y to get 25x? |
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| 2732. |
The sum of two integers is -25 if one of them is 30 find the other. |
| Answer» The sum of two integers is -25 if one of them is 30 find the other. | |
| 2733. |
Subtract 4p2q−3pq+5pq2−8p+7q−10 from 18−3p−11q+5pq−2pq2+5p2q. |
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Answer» Subtract 4p2q−3pq+5pq2−8p+7q−10 from 18−3p−11q+5pq−2pq2+5p2q. |
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| 2734. |
Determine the faces, vertices and edges of the following shape. |
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Answer» Determine the faces, vertices and edges of the following shape. |
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| 2735. |
Question 3 (vi) Find 156.1 × 100 |
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Answer» Question 3 (vi) Find 156.1 × 100 |
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| 2736. |
Solve the following simultaneous equations.(1) 2x+23y=16 ; 3x+2y=0(2) 72x+1+13y+2=27 ; 132x+1+7y+2=33(3) 148x+231y=527xy ; 231x+148y=610xy(4) 7x-2yxy=5 ; 8x+7yxy=15(5) 123x+4y+152x-3y=14 ; 53x+4y-22x-3y=-32 |
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Answer» Solve the following simultaneous equations. (1) (2) (3) (4) (5) |
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| 2737. |
Which one of the following events has a probability of 1? |
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Answer» Which one of the following events has a probability of 1? |
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| 2738. |
The value of 33√2×73√6×53√18 is |
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Answer» The value of 33√2×73√6×53√18 is |
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| 2739. |
Select the correct option.i. Which number will we reach if we move 4 numbers to the right of -2?ii. Which number will we reach if we move 5 numbers to the left of 1?iii. If we are at -8 on the number line, in which direction should we move to reach -13?iv. If we are at -6 on the number line, in which direction should we move to reach -1? |
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Answer» Select the correct option. |
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| 2740. |
Question 3(ii)Add the following:(ii) a- b+ab, b - c +bc, c - a + ac |
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Answer» Question 3(ii) Add the following: (ii) a- b+ab, b - c +bc, c - a + ac |
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| 2741. |
which of the following are correct representation of 3.75 in fractions ? |
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Answer» which of the following are correct representation of 3.75 in fractions ? |
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| 2742. |
The number of subsets of A = {1, 2, 3,4} is _____. |
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Answer» The number of subsets of A = {1, 2, 3,4} is _____. |
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| 2743. |
56. COMPLEX NUMBERS : Numerical type : z1, z2 be complex numbers satisfying the equations Re(z) - 4 = | z-2+3i | and arg[(z1 - 4 + 3i) / (z2 - 4 +3i)] = pie /2, then the minimum value of | z1 - z2 | is? |
| Answer» 56. COMPLEX NUMBERS : Numerical type : z1, z2 be complex numbers satisfying the equations Re(z) - 4 = | z-2+3i | and arg[(z1 - 4 + 3i) / (z2 - 4 +3i)] = pie /2, then the minimum value of | z1 - z2 | is? | |
| 2744. |
46. In a right angled triangle , one acute angle is double the other. Prove that the hypotenuse is double the smallest side. |
| Answer» 46. In a right angled triangle , one acute angle is double the other. Prove that the hypotenuse is double the smallest side. | |
| 2745. |
Are the following pairs of angles supplementary ?(1) 139∘ and 39∘(2) 26 59′ and 153∘ 1′ |
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Answer» Are the following pairs of angles supplementary ? (1) 139∘ and 39∘ (2) 26 59′ and 153∘ 1′ |
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| 2746. |
Type the correct value:30% of = 15. |
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Answer» Type the correct value: 30% of |
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| 2747. |
The number of ways in which the letters of the word ′ARRANGE′ can be arranged so that the two A's are together but not two R's is |
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Answer» The number of ways in which the letters of the word ′ARRANGE′ can be arranged so that the two A's are together but not two R's is |
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| 2748. |
The perimeter of a rectangular swimming pool is 64m. If its length and breadth are in the ratio of 5 : 3, find the length of the pool. |
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Answer» The perimeter of a rectangular swimming pool is 64m. If its length and breadth are in the ratio of 5 : 3, find the length of the pool. |
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| 2749. |
Find:(i) (ii) (iii) (iv) (v) (vi) |
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Answer» Find: (i) (iv) |
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| 2750. |
Simplify (35)4 |
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Answer» Simplify (35)4 |
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