Question

Determine the missing coordinate in the ordered pair(?,3/2) so that it will satisfy the equation

Answer 1

Given:

The equation is given as 3x - 4y = 16.

The objective is to find the missing term in the ordered pair (?, 3/2).

Step-by-step explanation:

The general form of a ordered pair is, (x,y). Consider the missing term in the orderd pair as x and y = (3/2).

Since, it is given that the ordered pair satisfied the given equation.

To find x:

Substitute the value of y in the ordered pari in the given equation to find the value of missing term.

`\begin{gathered} 3x-4y=16 \\ 3x-4((3)/(2))=16 \\ 3x-2(3)=16 \\ 3x-6=16 \\ 3x=16+6 \\ 3x=22 \\ x=(22)/(3) \end{gathered}`

Thus, the value of x is (10/3).