The area of a //-gram is
A=b*h, where
b=the length of the base,
h=the length of the height.
Now A is given 54 cm^2 & b=6 cm
=>
6h=54
h=54/6
h=9 cm.
h = 9 cm
height = 54/6 = 9 cm
Area of parallelogram = base x perpendicular height
Hence
54 = 6 cm x ph cm
perpendicular height = 9 cm
This is the right angles (90degree) height
The 'sloping' height will be of a different value.
A = b h
54 = 6 h
h= 54/6 = 9 cm
parallelogram
A = sh = pq/2
where h is the height, s is a side and p,q are the diagonals.
54 = 6h
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Answers & Comments
The area of a //-gram is
A=b*h, where
b=the length of the base,
h=the length of the height.
Now A is given 54 cm^2 & b=6 cm
=>
6h=54
=>
h=54/6
=>
h=9 cm.
h = 9 cm
height = 54/6 = 9 cm
Area of parallelogram = base x perpendicular height
Hence
54 = 6 cm x ph cm
perpendicular height = 9 cm
This is the right angles (90degree) height
The 'sloping' height will be of a different value.
A = b h
54 = 6 h
h= 54/6 = 9 cm
parallelogram
A = sh = pq/2
where h is the height, s is a side and p,q are the diagonals.
54 = 6h
h = 9 cm