no. of all marbles= 54
probability to get blue marble =1\3
3/54=18
no.of blue marbles is 18
probability of getting green marbles=4\9
9/54=6
no.ofgreen marbles 6×4=24
no.of white. marble=54-(18+24)
=54-42
=12
1) as we know
ratio of corresponding sides of similar triangle is equal to the ratio of their perimeters
and ratio of areas of two similar triangles is equal to the square of ratio of their corresponding sides
ar∆ABC= 9/16{ar∆DEF}
ar∆ABC/ ar∆DEF= 9/16
ratio of their corresponding sides= √9/√16
= 3/4
now,
ratio of corresponding sides= ratio of their perimeters
3/4= perimeter of ∆ABC / 24
perimeter of∆ ABC = 18
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Answers & Comments
no. of all marbles= 54
probability to get blue marble =1\3
3/54=18
no.of blue marbles is 18
probability of getting green marbles=4\9
9/54=6
no.ofgreen marbles 6×4=24
no.of white. marble=54-(18+24)
=54-42
=12
1) as we know
ratio of corresponding sides of similar triangle is equal to the ratio of their perimeters
and ratio of areas of two similar triangles is equal to the square of ratio of their corresponding sides
ar∆ABC= 9/16{ar∆DEF}
ar∆ABC/ ar∆DEF= 9/16
ratio of their corresponding sides= √9/√16
= 3/4
now,
ratio of corresponding sides= ratio of their perimeters
3/4= perimeter of ∆ABC / 24
perimeter of∆ ABC = 18