If the antecedent and consequent of a ratio are increased by 5 and 6 respectively then the ratio is 5:6. Find the original ratio a `5:6 b `1:2 c `2:3 d `3:4
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Step-by-step explanation:
(a+5)/(b+6)=5/6
(a+5)×6 = (b+6)×5
6a+30 = 5b+30
6a-5b= 30-30
6a-5b=0
6a = 5b
a/b =5/6.
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