Ten students of class 10 took part in a quiz. If the number of girls is 4 more than the number of boysRepresent this situation algebraically About the author Valentina
Let number of boys be b and number of girls be g g=b+4 g+b=10 Solving the two simultaneous equations,We get b=3 and g=7 Therefore number of boys is 3 Number of girls is 7 Please mark as brainliest answer Reply
Answer: Let the number of girls is x and the number of boys is y. It is given that a total of ten students took part in the quiz. ∴ Number of girls + Number of boys =10 i.e., x+y=10 It is also given that the number of girls is 4 more than the number of boys. ∴ Number of girls = Number of boys +4 i.e., x=y+4 or, x−y=4 Algebraic Representation: Thus, the algebraic representation of the given situation is x+y=10 (i) x−y=4 (ii) Reply
Let number of boys be b and number of girls be g
g=b+4
g+b=10
Solving the two simultaneous equations,
We get b=3 and g=7
Therefore number of boys is 3
Number of girls is 7
Please mark as brainliest answer
Answer:
Let the number of girls is x and the number of boys is y. It is given that a total of ten students took part in the quiz.
∴ Number of girls + Number of boys =10
i.e., x+y=10
It is also given that the number of girls is 4 more than the number of boys.
∴ Number of girls = Number of boys +4
i.e., x=y+4
or, x−y=4
Algebraic Representation:
Thus, the algebraic representation of the given situation is
x+y=10 (i)
x−y=4 (ii)