Question

If Rs. 50 is distributed among 150 children giving 50p to each boy and 25p to each girl. Then the number of boys is​

Answer 1

Answer:

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Step-by-step explanation:

Let the number of boys =x

Let the number of boys =xthen number of girls =150−x

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:100

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:10050

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:10050

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:10050 ×(x)+

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:10050 ×(x)+ 100

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:10050 ×(x)+ 10025

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:10050 ×(x)+ 10025

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:10050 ×(x)+ 10025 (150x)=50

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:10050 ×(x)+ 10025 (150x)=50Multiply equation by 100, we get

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:10050 ×(x)+ 10025 (150x)=50Multiply equation by 100, we get50x+(150x)25=5000

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:10050 ×(x)+ 10025 (150x)=50Multiply equation by 100, we get50x+(150x)25=5000⇒50x+375025x=5000

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:10050 ×(x)+ 10025 (150x)=50Multiply equation by 100, we get50x+(150x)25=5000⇒50x+375025x=5000⇒25x=1250

Let the number of boys =xthen number of girls =150−x According to the problem, the total money divided between girls and boys are:10050 ×(x)+ 10025 (150x)=50Multiply equation by 100, we get50x+(150x)25=5000⇒50x+375025x=5000⇒25x=1250⇒x=50