one of diagnol of rhombus is 60 m and perimeter is 140m find area and length of other diagnol
Answers
Answered by
25
Perimeter = 140
4×side = 140
Side = 140/4
Side = 35
××××××××××××××××××××
Now,
By Pythagoras theorem,
(60/2)² + (half of other diagonal)² = 35²
Half of other diagonal = √{35²-30²} = 1225-900
Half of other diagonal =√325 = 18 m [approximate]
Answr,)- Length of other diagonal = 2×18=36 m
=============
Area of rhombus =product of diagonals ×1/2
Area of rhombus = (36×60)/2 =36×30=1080 m²
I hope this will help you
(-:
4×side = 140
Side = 140/4
Side = 35
××××××××××××××××××××
Now,
By Pythagoras theorem,
(60/2)² + (half of other diagonal)² = 35²
Half of other diagonal = √{35²-30²} = 1225-900
Half of other diagonal =√325 = 18 m [approximate]
Answr,)- Length of other diagonal = 2×18=36 m
=============
Area of rhombus =product of diagonals ×1/2
Area of rhombus = (36×60)/2 =36×30=1080 m²
I hope this will help you
(-:
Answered by
6
Answer:
Perimeter = 140
4×side = 140
Side = 140/4
Side = 35
Now,
By Pythagoras theorem,
(60/2)² + (half of other diagonal)² = 35²
Half of other diagonal = √{35²-30²} = 1225-900
Half of other diagonal =√325 = 18 m [approximate]
Length of other diagonal = 2×18=36 m
Area of rhombus =product of diagonals ×1/2
Area of rhombus = (36×60)/2 =36×30=1080 m²
I hope this will help you
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