J is 25% less than P and 20% less than T. T is q% less than P. What is the value of q?	Choose one:
A) 93.5  B) 90  C) 6.75  D) 6.25  E) 2
Usually We can solve every question of this type by choosing appropriate value of the Variable and deriving the value of other related variables.   Let, P = 400   then J = (75/100)*400= 
<gadget id="calculator">(75/100)*400</gadget>
<output>300</output>
300   also J= (80/100)*T   i.e. T = 300*100/80= 
<gadget id="calculator">300*100/80</gadget>
<output>375</output>
375   and T= [1-(q/100)]*P   i.e. 100-q = 100*T/P = 100*375/400= 
<gadget id="calculator">100*375/400</gadget>
<output>375/4 = around 93.75</output>
93.75   i.e. q= 6.25   Answer: Option 6.25
<result>D</result>
J is 25% less than P and 20% less than T. T is q% less than P. What is the value of q?