Question

if a/b=3/5, b/c=5/4, c/d=2/3. and d is 50% more than e. found the ratio between a and e. give step by step solution. ​

Answer 1

Step-by-step explanation:

a/b = 3/5 , b/c = 5/4 , c/d = 2/3

d = e + 50% of e

d = 150 % of e

d = (150 / 100) × e

d = 3/2 × e

d/e = 3/2

a/b = 3/5 and b/c = 5/4

Let a = 3k , b= 5k and c = 4k

So, a/c = 3k/4k = 3/4

a/c = 3/4 and c/d = 2/3

Let a = 3k , c=4k , d=6k

a/d = 3k/6k = 1/2

a/d = 1/2 and d/e = 3/2

Let a = k , d=2k , e= 4/3 k

a/e = k / (4/3)k = 3/4

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Answer 2

Answer:

• d=e+50%of e
• if e=100 then
• d=150%of e
• d=(150/100) of e
• d/e=3/2
• a/b=3/5. b/c=5/4
• a=3k. b=5k. c= 4k
• a=3k, c=4k, d=6k
• a/d= 1/2, d/e= 3/2
• a=k, d=2k, e= 4k/3
• a/e=3k/4k
• a/e=3/4