a field is the form of a right triangle with hypotenuse 50m and one side 30 M find the area of the field
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Answer:
Step-by-step explanation:
Area of triangle is = base × hight ÷ 1/2
= 30 × 40 ÷ 1/2
= 600 M
We find 40 m by Pythagoras therom
Answered by
5
Given
A right angle with hypotenuse = 50 cm
one side = 30 m
By Pythagoras Theroem
Hy2 = adj2 + opp2
( 50 )2 = ( 30 )2 + opp2
2500 = 900 + opp2
2500 - 900 = opp2
1600 = opp2
( 40 )2 = opp2
cancel squares on both sides
opp = 40
Area of the field ( triangle ) ===> 1/2 × b × h
===> 1/2 × 30 × 40
===> 1/2 × 1200
===> 600 m2
Area of the field is 600 m2
A right angle with hypotenuse = 50 cm
one side = 30 m
By Pythagoras Theroem
Hy2 = adj2 + opp2
( 50 )2 = ( 30 )2 + opp2
2500 = 900 + opp2
2500 - 900 = opp2
1600 = opp2
( 40 )2 = opp2
cancel squares on both sides
opp = 40
Area of the field ( triangle ) ===> 1/2 × b × h
===> 1/2 × 30 × 40
===> 1/2 × 1200
===> 600 m2
Area of the field is 600 m2
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