find the are of rectangular plit whise one side is 8.m long and diagonql is of length 17m
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Correct Question :-
- Find the area of rectangle whose one side is 8m long and diagonal is of length 17m.
Given :-
- Length of the Rectangle = 8m
- One Diagonal of Rectangle = 17m
To Find :-
- What is the Area of Rectangle ?
Solution :-
★ Using Pythagoras Theorem ★
⇛ (Diagonal)² = (Length)² + (Breadth)²
⇛ (17)² = (8)² + (Breadth)²
⇛ 289 = 64 + (Breadth)²
⇛ 289 - 64 = (Breadth)²
⇛ 225 = (Breadth)²
⇛ √225 = Breadth
⇛ 25m = Breadth
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★ Using Area of Rectangle ★
⇛ Area of Rectangle = Length × Breadth
⇛ Area of Rectangle = 8 × 25
⇛ Area of Rectangle = 200m²
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So, Area of Rectangle is 200m²
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More For Knowledge :-
- Area of Square = Side x Side
- Area of Rectangle = Length × Breadth
- Area of Triangle = ½ × base x height
- Area of parallelogram = base x height
- Area of circle = πr²
- Area of Rhombus = ½ × product of its diagonals
- Area of Trapezium = ½ × height × sum of parallel sides
- Area of Polygon = sum of the area of all regions into which it is divided
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Anonymous:
nice:)
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