if ais 75% of b, b is 150% of c and d is 25% of c, then find a:d
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Answered by
15
Let c be x ⇒ c = x
d is 25% of c ⇒ d = 0.25c
b is 150% of b ⇒ 1.5c
a is 75% of b ⇒ a = 0.75(1.5c) ⇒ a = 1.125c
Find the ratio a : d
a : d = 1.125c : 0.25c
Divide by c: on both sides:
a : d = 1.125 : 0.25
multiply by 8 on both sides:
a : d = 9 : 2
Answer: The ratio is 9 : 2
Answered by
4
a = 75 % of b = 0.75 b
a / b = 0.75 ------(1)
b= 150 % of c = 1.5c
b / c = 1.5 -----(2)
d = 25 % of c = 0.25 c
d / c = 0.25 ----(3)
multiply (1 ) and (2) , we get ,
a / c = 0.75 × 1.5 = 1.125 --(4)
now , divide (4 ) by (3) , we get
a / d = 1.125 / 0.25
a / d = 9 / 2
a : d = 9:2
hope it helps
a / b = 0.75 ------(1)
b= 150 % of c = 1.5c
b / c = 1.5 -----(2)
d = 25 % of c = 0.25 c
d / c = 0.25 ----(3)
multiply (1 ) and (2) , we get ,
a / c = 0.75 × 1.5 = 1.125 --(4)
now , divide (4 ) by (3) , we get
a / d = 1.125 / 0.25
a / d = 9 / 2
a : d = 9:2
hope it helps
TheLostMonk:
you reported it , but its correct
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