the area of a rhombus is 3485 square cm find its altitude if its perimeter is 340 CM
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It is given that the perimeter of the rhombus is 340 cm.
From the properties of rhombus, we know :
Perimeter of rhombus = 4 x side
Now, comparing the given formula with the perimeter of rhombus.
= > 340 cm = 4 x side of rhombus
= > 340 / 4 cm = side of the
= > 85 cm
Also, from the properties of rhombus, we know :
Area of rhombus = side x altitude
In the question, area of the rhombus is 3485 cm².
Therefore,
= > 3485 cm² = 85 cm x altitude
= > 3485 / 85 cm = altitude
= > 41 cm = altitude.
Hence,
Length of the altitude of the rhombus is 41 cm.
From the properties of rhombus, we know :
Perimeter of rhombus = 4 x side
Now, comparing the given formula with the perimeter of rhombus.
= > 340 cm = 4 x side of rhombus
= > 340 / 4 cm = side of the
= > 85 cm
Also, from the properties of rhombus, we know :
Area of rhombus = side x altitude
In the question, area of the rhombus is 3485 cm².
Therefore,
= > 3485 cm² = 85 cm x altitude
= > 3485 / 85 cm = altitude
= > 41 cm = altitude.
Hence,
Length of the altitude of the rhombus is 41 cm.
rdsharma83:
thank you so much my bro
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very much thanks for the answer
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