Maths-
General
Easy
Question
Find the total area in the given figure.
![](data:image/png;base64,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)
The correct answer is: Total area in the given figure is 190 square units
Hint:-
i. Area of a rectangle = length × breadth
ii. Area of a square = (side)2
Step-by-step solution:-
In the adjacent figure, Let rectangle ABCD & rectangle EFGC be the rectangle and square, respectively.
∴ from the given diagram, length = 50, breadth = 20, side = 30
We have to find the area of entire figure which includes the rectangle & square mentioned above.
∴ Area of the given figure = Area of rectangle ABCD + Area of rectangle EFGC
∴ Area of the given figure = (length × breadth) + (side)2
∴ Area of the given figure = (50 × 20) + (30)2
∴ Area of the given figure = 1,000 + 900
∴ Area of the given figure = 1,900 square units.
Final Answer:-
∴ Total area in the given figure is 190 square units.
Note:-
As per the given diagram, rectangular EFGC is in rectangular shape. However, all sides of rectangular EFGC are equal to 30 units, making it a square.
Although final answer remains the same, we should ideally consider it to be a square and solve accordingly.
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Maths-
A right triangular park is to be designed such that the angles other than 90° must be equal. What should be the angle dimensions of the park?
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)
A right triangular park is to be designed such that the angles other than 90° must be equal. What should be the angle dimensions of the park?
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)
Maths-General
Maths-
A regular polygon with 3 sides is shown below. Find the value of x.
A regular polygon with 3 sides is shown below. Find the value of x.
Maths-General
Maths-
5 If
, also find the value of
.
5 If
, also find the value of
.
Maths-General
Maths-
What additional information is necessary to prove that the given triangles are congruent by AAS congruence postulate?
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)
What additional information is necessary to prove that the given triangles are congruent by AAS congruence postulate?
![](data:image/png;base64,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)
Maths-General
Maths-
Are the given triangles congruent? Explain why or why not.
![](data:image/png;base64,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)
Are the given triangles congruent? Explain why or why not.
![](data:image/png;base64,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)
Maths-General
Maths-
Are the given triangles congruent? Explain why or why not.
![](data:image/png;base64,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)
Are the given triangles congruent? Explain why or why not.
![](data:image/png;base64,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)
Maths-General
Maths-
Prove that triangles ACB and ACD are congruent.
![](data:image/png;base64,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)
Prove that triangles ACB and ACD are congruent.
![](data:image/png;base64,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)
Maths-General
Maths-
What additional information is necessary to prove that the given triangles are congruent by AAS congruence postulate?
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)
What additional information is necessary to prove that the given triangles are congruent by AAS congruence postulate?
![](data:image/png;base64,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)
Maths-General
Maths-
Are the given triangles congruent? Explain why or why not.
![](data:image/png;base64,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)
Are the given triangles congruent? Explain why or why not.
![](data:image/png;base64,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)
Maths-General
Maths-
Are the given triangles congruent? Explain why or why not.
![](data:image/png;base64,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)
Are the given triangles congruent? Explain why or why not.
![](data:image/png;base64,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)
Maths-General
Maths-
If two angles and a non-included side of one triangle are congruent to two angles and the corresponding non-included side of a second triangle, then the two triangles are congruent by
If two angles and a non-included side of one triangle are congruent to two angles and the corresponding non-included side of a second triangle, then the two triangles are congruent by
Maths-General
Maths-
Find the value of x, y and z
![](data:image/png;base64,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)
Find the value of x, y and z
![](data:image/png;base64,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)
Maths-General
Maths-
M ∠ A = (4x + 3)° and m ∠ B = (5x + 6)°
Find the value of x if the angles A and B are
II) Supplementary
M ∠ A = (4x + 3)° and m ∠ B = (5x + 6)°
Find the value of x if the angles A and B are
II) Supplementary
Maths-General