a field is in the form of a right triangle with hypotenuse 50m and one side 14m. find the area of field
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I think answer is 350m^2
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Hypotenuse = 50m
Side = 14m
Let base =b
By pythagoraus theorum,
(H)^2= (b) ^2+(d) ^2
(50)^2=(b) ^2 + (14)^2
2500=(b) ^2 + 196
2500-196= (b) ^2
√2304=b
Since, b= 48.
Now, in ∆ ABC,
Area = 1/2× b × h.
= 1/2 × 48 × 14
= 336 m. Ans
Side = 14m
Let base =b
By pythagoraus theorum,
(H)^2= (b) ^2+(d) ^2
(50)^2=(b) ^2 + (14)^2
2500=(b) ^2 + 196
2500-196= (b) ^2
√2304=b
Since, b= 48.
Now, in ∆ ABC,
Area = 1/2× b × h.
= 1/2 × 48 × 14
= 336 m. Ans
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