hi, guys solve the following one.
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determine rs by phythogaras...we get 15
and after that determine pq by pythogaras again we get 12..
so ar(quadrilateral)=ar(triangle spq)+ar(triangle sqr)
=1/2*9*12+(1/2*8*15)
=54+60
=114cm²
and after that determine pq by pythogaras again we get 12..
so ar(quadrilateral)=ar(triangle spq)+ar(triangle sqr)
=1/2*9*12+(1/2*8*15)
=54+60
=114cm²
shivrajsinh:
thank you
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Pikachu! Your answer ^^
_____________________________________________________________
In ΔQRS
We are gonna pythagorean theorem to find the side SQ as it is right angle triangle
√SR² - QR²
√17² - 8²
√289 - 64 = √225 = 15 cm
We have to find the area of quadrilateral PQRS which is the sum of the areas of ΔQRS and ΔPQS
Area of ΔQRS =
Now in ΔPQS =
PQ = √SQ² - SP² = √15² - 9² = √225 - 81 = √144 = 12 cm
Area of ΔPQS =
Now area of quadrilateral will be = 54 + 60 = 114 cm²
___________________________________________________________
Pikachu! ^_~
_____________________________________________________________
In ΔQRS
We are gonna pythagorean theorem to find the side SQ as it is right angle triangle
√SR² - QR²
√17² - 8²
√289 - 64 = √225 = 15 cm
We have to find the area of quadrilateral PQRS which is the sum of the areas of ΔQRS and ΔPQS
Area of ΔQRS =
Now in ΔPQS =
PQ = √SQ² - SP² = √15² - 9² = √225 - 81 = √144 = 12 cm
Area of ΔPQS =
Now area of quadrilateral will be = 54 + 60 = 114 cm²
___________________________________________________________
Pikachu! ^_~
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