find the area in square centimeters of the triangle whose base and altitude are as follows a) base 15cm, altitude - 8cm , b) base 1.5m, altitude 0.8m
Answers
Answer :-
- The area of triangle is 60cm².
- The area of triangle is 6000cm².
Step-by-step explanation :
To Find :-
- The area of triangle in centimetre square
Solution:
Formula used :-
- Area of triangle = 1/2 × base × height,
According the question,
- Base = 15cm and Altitude = 8cm
As we know that,
Area of triangle = 1/2 × base × height, therefore
=> Area = 1/2 × 15 × 8
=> Area = 1 × 15 × 4
=> Area = 15 × 4
=> Area = 60
The area of triangle is 60cm².
- Base = 1.5m and Altitude = 0.8m
First we need to convert 1.5m and 0.8m to centimetres,
=> 1.5m = 150cm
=> 0.8m = 80cm
Now, As we know that,
Area of triangle = 1/2 × base × height, therefore,
=> Area = 1/2 × 150 × 80
=> Area = 1 × 150 × 40
=> Area = 6000
The area of triangle is 6000cm².
Solution A :-
Given :
- Base of the Triangle = 15cm
- Height of the Triangle = 8cm
To Find :
- Area of Triangle
Solution :
➞ Area of Triangle = ½ × Base × Height
➞ Area of Triangle = ½ × 15 × 8
➞ Area of Triangle = 15 × 4
➞ Area of Triangle = 60cm²
Therefore, Area of the Triangle is 60cm²
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Solution B :-
Given :
- Base of the Triangle = 1.5m = 150cm
- Height of the Triangle = 0.8m = 80cm
To Find :
- Area of Triangle
Solution :
➞ Area of Triangle = ½ × Base × Height
➞ Area of Triangle = ½ × 150 × 80
➞ Area of Triangle = 150 × 40
➞ Area of Triangle = 600cm²
Therefore, Area of the Triangle is 600cm²
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