[Key in the question, answer statement and answer as shown in the example below.]

&qns_sample=Ivan has $1 more than Tom. If Tom gives Ivan $1, how much more money does Ivan have than Tom?&
&ansStatement1_sample=Ivan has $&
&ans_sample=3&
&ansStatement2_sample= more than Tom.&


[Start entering the question, answer statement and answer from here.]
[Use # instead of %]
 
&qns_1=In a school, there are 4 boys prefects to every 3 girl prefects.  If there are 33 girl prefects, how many boy prefects are there?&
&ansStatement1_1=There are&
&ans_1=44&
&ansStatement2_1=boy prefects.&

&qns_2=The ratio of Gopal`s money to Kassim`s money is 7:2. If Gopal has $49, how much money do they have altogether?&
&ansStatement1_2=They have $&
&ans_2=63&
&ansStatement2_2=altogether.&

&qns_3=Cathy, Doreen and Eileen share a sum of money in the ratio 4:5:7. If Eileen receives $90 more than Cathy, find the sum of money shared by the three girls.&
&ansStatement1_3=The sum of money shared by the three girls is $&
&ans_3=480&
&ansStatement2_3=.&

&qns_4=Ben and Colin had an equal amount of money at first. After Colin gave $15 to Ben, the ratio of Ben`s money to Colin`s money was 7:5. How much money did each boy have at first?&
&ansStatement1_4=Each boy had $&
&ans_4=90&
&ansStatement2_4=at first.&

&qns_5=The ratio of Aileen`s money to Betty`s money is 5:3 at first. After Aileen had given $20 to Betty, they had an equal amount of money each. How much money did Betty have at first?&
&ansStatement1_5=Betty had $&
&ans_5=60&
&ansStatement2_5=at first.&

&qns_6=The ratio of males to females in a club was 1:2 at first. After another 12 males had joined the club, the ratio became 2:1.  If another 6 females now join the club, what will be the new ratio of males to females?&
&ansStatement1_6=The new ratio of males to females is&
&ans_6=8:7&
&ansStatement2_6=.&

&qns_7=The ratio of Lela`s money to Mary`s money is 2:3. After spending 1/2 of her money, Mary has $18 less than Lela. How much money does Lela have?&  
&ansStatement1_7=Lela has $&
&ans_7=72&
&ansStatement2_7=.&

&qns_8=Ken has 3/4 as many marbles as Larry. If Ken gives 1/2 of his marbles to Larry, what will be the ratio of the number of Ken`s marbles to Larry`s?&
&ansStatement1_8=The ratio of Ken`s marbles to Larry`s marbles is&
&ans_8=3:11&
&ansStatement2_8=.&