Maths-
General
Easy
Question
Identify and name the line parallel to AD and containing H.
![](data:image/png;base64,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)
- GH
- EH
- FG
- CH
Hint:
Using point H only 3 lines pass through point H. Now, check which line has the same perpendicular distance with AD.
Ans :- Option B
The correct answer is: EH
Using point H only 3 lines pass through point H. They are EH ,GH and DH.
As DH clearly intersect AD so , DH is not parallel .As, AD and EH are opposites sides of same surface ADHE of cuboid .so, AD and EH are parallel to each other
∴Option B is correct
Related Questions to study
Maths-
Which of the following statements is NOT true?
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)
Which of the following statements is NOT true?
![](data:image/png;base64,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)
Maths-General
Maths-
The lines p and q shown in the given image are ___.
![](data:image/png;base64,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)
The lines p and q shown in the given image are ___.
![](data:image/png;base64,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)
Maths-General
Maths-
The crosswalk best describes the _____.
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)
The crosswalk best describes the _____.
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)
Maths-General
Maths-
Figure below shows the cross section of a water channel consisting of rectangle and semi circle. Assuming that the channel is always full , calculate the volume of water discharged through it in one minute if water is flowing at the rate of 20 cm per second. Give your answer in cubic meters correct to one decimal.
Figure below shows the cross section of a water channel consisting of rectangle and semi circle. Assuming that the channel is always full , calculate the volume of water discharged through it in one minute if water is flowing at the rate of 20 cm per second. Give your answer in cubic meters correct to one decimal.
Maths-General
Maths-
4000 members require 150 litres of water per head per day and the tank dimensions are 20m x 15m x 6m, how many days will the water of this tank last ?
4000 members require 150 litres of water per head per day and the tank dimensions are 20m x 15m x 6m, how many days will the water of this tank last ?
Maths-General
Maths-
The cross section of a piece of a metal 2m in length is shown below. Find area of cross section and volume of piece of metal in cubic meters
The cross section of a piece of a metal 2m in length is shown below. Find area of cross section and volume of piece of metal in cubic meters
Maths-General
Maths-
The figure alongside shows the cross-section of a concrete wall to be constructed. It is 3m wide at the top, 5.5 m wide at the bottom and its height is 10 m and its length is 500m.Calculate
(i) the cross-sectional area
The figure alongside shows the cross-section of a concrete wall to be constructed. It is 3m wide at the top, 5.5 m wide at the bottom and its height is 10 m and its length is 500m.Calculate
(i) the cross-sectional area
Maths-General
Maths-
A teak wood log first cut in the form of a cuboid of length 2.3 m, width 0.75 m and of certain thickness. Its volume is of 1.004m^3. How many rectangular planks of size 2.3m x 0.75m x 0.04m can be cut from the cuboid
A teak wood log first cut in the form of a cuboid of length 2.3 m, width 0.75 m and of certain thickness. Its volume is of 1.004m^3. How many rectangular planks of size 2.3m x 0.75m x 0.04m can be cut from the cuboid
Maths-General
Maths-
The cross-section of a swimming pool is a trapezium ABCD. AB=12m CD= 13 m DA= 5 m and the length of the pool is 60 m. Find the volume of water it holds?
The cross-section of a swimming pool is a trapezium ABCD. AB=12m CD= 13 m DA= 5 m and the length of the pool is 60 m. Find the volume of water it holds?
Maths-General
Maths-
A metal cube with a 6 cm edge is melted and cast into a cuboid whose base is 3.60x 0.60 cm2 .Calculate the height of the cuboid. Also, find the total surface area of the cuboid and cube respectively
A metal cube with a 6 cm edge is melted and cast into a cuboid whose base is 3.60x 0.60 cm2 .Calculate the height of the cuboid. Also, find the total surface area of the cuboid and cube respectively
Maths-General
Maths-
Determine if the given conjecture is true or not. Give a counterexample if it is false.
Given: ∠𝑃 𝑎𝑛𝑑 ∠𝑄 are complementary. ∠𝑄 𝑎𝑛𝑑 ∠𝑅 are complementary.
Conjecture: ∠𝑃 ≅ ∠𝑅
Determine if the given conjecture is true or not. Give a counterexample if it is false.
Given: ∠𝑃 𝑎𝑛𝑑 ∠𝑄 are complementary. ∠𝑄 𝑎𝑛𝑑 ∠𝑅 are complementary.
Conjecture: ∠𝑃 ≅ ∠𝑅
Maths-General
Maths-
A plate of 3 cm thick, 9 cm broad, and 27 m long is melted into a cube. find the difference in surface area of the two solids correct to the nearest whole number.
A plate of 3 cm thick, 9 cm broad, and 27 m long is melted into a cube. find the difference in surface area of the two solids correct to the nearest whole number.
Maths-General
Maths-
Which number is next in the sequence?
35, 85, 135, 185, __
Which number is next in the sequence?
35, 85, 135, 185, __
Maths-General
General
A cuboidal water tank is 6m long , 5m wide and 4.5 m deep.
How many litres of water can it hold ?
A cuboidal water tank is 6m long , 5m wide and 4.5 m deep.
How many litres of water can it hold ?
GeneralGeneral
Maths-
Show the conjecture is false by finding a counterexample.
Two supplementary angles form a linear pair.
Show the conjecture is false by finding a counterexample.
Two supplementary angles form a linear pair.
Maths-General