A rectangle piece of canvas measures 25 cm by 16 cm. A triangular piece with base 14 cm and height 12 cm is cut from the canvas. Find the area of thw remaining piece
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Given a rectangular piece of Canvas with length = 25 cm and breadth = 16 cm. A triangular piece with base 14 cm and height 12 cm is cut from it.
To find :- The area of remaining portion.
Let's take out the area of rectangle and triangle.
Area of rectangle = Length × Breadth
=> area of rectangle = 25 × 16 = 400 cm²
And area of triangle = 1/2 × base × height
=> 1/2 × 14 × 12
= 7 × 12
= 84 cm²
Now what we can do for finding the remaining portion's area?
Think what would happen if we subtract the triangle's area from the rectangle's?
We will get the area of remaining portion!
So, area of remaining portion = area of rectangle - area of triangle
=> 400 - 84
= 316 cm²
Answer :- 316 cm²
To find :- The area of remaining portion.
Let's take out the area of rectangle and triangle.
Area of rectangle = Length × Breadth
=> area of rectangle = 25 × 16 = 400 cm²
And area of triangle = 1/2 × base × height
=> 1/2 × 14 × 12
= 7 × 12
= 84 cm²
Now what we can do for finding the remaining portion's area?
Think what would happen if we subtract the triangle's area from the rectangle's?
We will get the area of remaining portion!
So, area of remaining portion = area of rectangle - area of triangle
=> 400 - 84
= 316 cm²
Answer :- 316 cm²
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________Heyy Buddy ❤_________
_____Here's your Answer ____________
Given;
For Rectangular piece
Length = 25 cm.
Breadth = 16 cm.
=> Area = 25 × 16
=> Area = 400 cm^2.
Now,
For Triangle,
Base = 14 cm
Height = 12 cm.
=> Area of Triangle = 1/2 × base × Height
=> 1/2 × 14 × 12
=> 7 × 12
=> 84 cm^2.
Now,
Area of remaining piece = Ar. of rect. - Ar. of Triangle
=> 400 - 84
=> 316 cm^2.
Therefore,
Area of remaining piece is 316 cm^2.
✔✔✔✔
_____Here's your Answer ____________
Given;
For Rectangular piece
Length = 25 cm.
Breadth = 16 cm.
=> Area = 25 × 16
=> Area = 400 cm^2.
Now,
For Triangle,
Base = 14 cm
Height = 12 cm.
=> Area of Triangle = 1/2 × base × Height
=> 1/2 × 14 × 12
=> 7 × 12
=> 84 cm^2.
Now,
Area of remaining piece = Ar. of rect. - Ar. of Triangle
=> 400 - 84
=> 316 cm^2.
Therefore,
Area of remaining piece is 316 cm^2.
✔✔✔✔
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