amanvermagmat
There are some boys and girls present in a class apart from teacher, and the teacher decides to choose two students for a certain experiment, in how many ways can she choose a boy and a girl for the same?
(1) Number of boys is 20% less than the number of girls in the class.
(2) Number of girls is 25% more than the number of boys in the class.
There are some boys and girls in the class. The teacher has to choose 1 girl and 1 boy
for a certain experiment. We have been asked to find how many ways the teacher can
choose a boy and a girl for the class?
Let's assume the number of boys to be B and the number of girls to be G
1. B = 0.8G (Without knowing any values for the number of boys/girls
we can't find out how many ways can the teacher choose a girl and a boy
(Insufficient)2. G = 1.25B (Without knowing any values for the number of boys/girls
we can't find out how many ways can the teacher choose a girl and a boy
(Insufficient)Even on combining the information present in both the statements, we
don't have a number value for the number of girls or boys. Without this
number, we cannot find how many ways can the teacher choose a girl and a boy
(Insufficient - Option E)