Maths-
General
Easy
Question
Observe the given diagram and answer the following questions.
I) m∠BAE = ?
![](data:image/png;base64,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)
Hint:
-Find angle BEA by finding DEC .we can Find DEC by using sum of angles.
The correct answer is: ∠BAE = 65°
In triangle ABE and CDE
AE = EC (given)
∠B = ∠D (given)
∠AEB = ∠CED (vertically opposite angles)
By ASA rule,
We get ABE ≅ CDE
By congruence ∠EAB = ∠ECD (corresponding angles of congruent triangles are equal).
∠EAB = 65°( from diagram)
By ASA rule,
Related Questions to study
Maths-
△ ABC ≅△ GHI
![](data:image/png;base64,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)
i) △ CAB ≅
△ ABC ≅△ GHI
![](data:image/png;base64,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)
i) △ CAB ≅
Maths-General
Maths-
Water flows through a cylindrical pipe of 7 cm internal diameter at 5 meters per second. Calculate the i) volume in litres of water discharged by the pipe in one minute and ii) the time in minutes, the pipe would take to fill an empty rectangular tank of dimensions 4m x 3m x 2.31m
Water flows through a cylindrical pipe of 7 cm internal diameter at 5 meters per second. Calculate the i) volume in litres of water discharged by the pipe in one minute and ii) the time in minutes, the pipe would take to fill an empty rectangular tank of dimensions 4m x 3m x 2.31m
Maths-General
Maths-
Water flows through a cylindrical pipe of 7 cm internal diameter at 5 meters per second. Calculate the i) volume in litres of water discharged by the pipe in one minute and ii) the time in minutes, the pipe would take to fill an empty rectangular tank of dimensions 4m x 3m x 2.31m
Water flows through a cylindrical pipe of 7 cm internal diameter at 5 meters per second. Calculate the i) volume in litres of water discharged by the pipe in one minute and ii) the time in minutes, the pipe would take to fill an empty rectangular tank of dimensions 4m x 3m x 2.31m
Maths-General
Maths-
You can rent a bicycle for $12 per hour, or buy a new one for $99. How many hours do you need to ride for the cost of buying the bicycle to be cheaper than renting it?
You can rent a bicycle for $12 per hour, or buy a new one for $99. How many hours do you need to ride for the cost of buying the bicycle to be cheaper than renting it?
Maths-General
Maths-
You can rent books at a local store for $5.00 each. An Internet company offers a flat fee of $20.00 per month for as many books as you want. How many books do you need to rent to make the online rental a better buy?
You can rent books at a local store for $5.00 each. An Internet company offers a flat fee of $20.00 per month for as many books as you want. How many books do you need to rent to make the online rental a better buy?
Maths-General
Maths-
A mango candy costs $5 and a strawberry candy costs $3. Alex wants to buy both types of candies and he has $40 with him. Write an equation in standard form Ax + By = C that models this situation. What do the values of A, B, and C mean in this situation?
A mango candy costs $5 and a strawberry candy costs $3. Alex wants to buy both types of candies and he has $40 with him. Write an equation in standard form Ax + By = C that models this situation. What do the values of A, B, and C mean in this situation?
Maths-General
Maths-
A certain population of bacteria had an initial population of 1500. It then started growing at a rate of 2000 per day. Write the equation to model this situation. What are the slope and y-intercept? Explain.
A certain population of bacteria had an initial population of 1500. It then started growing at a rate of 2000 per day. Write the equation to model this situation. What are the slope and y-intercept? Explain.
Maths-General
Maths-
The ratio of base to the height of a triangle is 16: 10 and its area is 80 m². Find the height and base of such a triangle.
The ratio of base to the height of a triangle is 16: 10 and its area is 80 m². Find the height and base of such a triangle.
Maths-General
Maths-
If the perimeter of an equilateral triangle is 420 units. find half of its area.
If the perimeter of an equilateral triangle is 420 units. find half of its area.
Maths-General
Maths-
The base of a triangle is four times its height. What is the area of the triangle?
The base of a triangle is four times its height. What is the area of the triangle?
Maths-General
Maths-
If the perimeter of an equilateral triangle is 342 units. Then find its area.
If the perimeter of an equilateral triangle is 342 units. Then find its area.
Maths-General
Maths-
A star is made up of 4 equilateral triangles and a square. If the sides of the triangles are 8 units, what is the surface area of the star ?
A star is made up of 4 equilateral triangles and a square. If the sides of the triangles are 8 units, what is the surface area of the star ?
Maths-General
Maths-
If the side AC of a given triangle is 18 units and the height of the triangle is 10 units, what is the area of triangle ABC ?
If the side AC of a given triangle is 18 units and the height of the triangle is 10 units, what is the area of triangle ABC ?
Maths-General
Maths-
A triangle has an area of 90 𝑚2 and a base of 12 m, find the height of such a triangle?
A triangle has an area of 90 𝑚2 and a base of 12 m, find the height of such a triangle?
Maths-General
Maths-
If the height to base ratio of a triangle ABC is 3:4 and the area is 864 square units. Determine the height and base of this triangle.
If the height to base ratio of a triangle ABC is 3:4 and the area is 864 square units. Determine the height and base of this triangle.
Maths-General