Answer :

mariss04
is answer is y/9+7=5

Algebraic equation is the combination of the variable, coefficient and the constant. The equation made by the statement given in the question is,

[tex]7+\dfrac{y}{9} =5[/tex]

Given information-

The following statement need to be convert into the equation-

Seven more than the quotient of a number and 9 equals 5.

As the unknown number is represented by the variable y.

Algebraic equation-

Algebraic equation is the combination of the variable, coefficient and the constant. In a algebraic equation the two expression are equate to each other.

Now the quotient of this number when we add seven in it, this becomes equal to the 5.

To create the equation with the given statement we need to compare the sum of the number 7 and quotient of number y and 9 with number 5. Therefore this equation can be given as,

[tex]7+\dfrac{y}{9} =5[/tex]

This is the required equation.

Arrange it for the variable y,

[tex]\dfrac{y}{9}+7 =5[/tex]

Hence the equation made by the statement given in the question is,

[tex]7+\dfrac{y}{9} =5[/tex]

Learn more about the algebraic equation here;

https://brainly.com/question/953809

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