Ramesh and Naresh had a pre-determined number of baskets, at a ratio of 3:1. Ramesh offered 20 of her baskets to Naresh so that the ratio of number of baskets became 8:3. How many more baskets does Ramesh now have than Naresh?	Answers:
A) 400
B) 350
C) 250
D) 200
E) 180
Let number of baskets that Ramesh has = R   and number of baskets that Naresh has = N   R/N = 3/1   =&gt;R -3N = 0 --- equation 1   (R-20)/(N+20) = 8/3   =&gt;3R - 60 = 8N+160   =&gt;3R-8N=220 --- equation 2   Multiply equation 1 by 3   3R - 9N = 0   Now , N = 220   R= 660   Number of baskets Ramesh now has more than Naresh = (660-20) - (220+20)= 
<gadget id="calculator">(660-20) - (220+20)</gadget>
<output>400</output>
400   400nswer 400
<result>A</result>
Ramesh and Naresh had a pre-determined number of baskets, at a ratio of 3:1. Ramesh offered 20 of her baskets to Naresh so that the ratio of number of baskets became 8:3. How many more baskets does Ramesh now have than Naresh?