Question

Complete the function table for each equation Part A and Part B(Explain And tell the similarities or differing features of each expression)

Answer 1

(A)

From the given equation

`y=-(1)/(2)x-5`

Then,

Put one-by-one all values of the x into the above equation

So,

`\begin{gathered} y=-(1)/(2)x-5 \\ x=2,\text{ y=-}(1)/(2)(2)-5=-6 \\ x=-7,\text{ y=-}(1)/(2)(-7)-5=-(3)/(2) \\ x=1,\text{ y=-}(1)/(2)(1)-5=-(11)/(2) \\ x=0,\text{ y=-}(1)/(2)(0)-5=-5 \\ x=9,\text{ y=-}(1)/(2)(9)-5=--(19)/(2) \end{gathered}`

Now,

For (B)

From the equation:

`y=x-9`

Then,

`\begin{gathered} y=x-9 \\ x=2,\text{ y=2-9=-7} \\ x=0,\text{ }y=0-9=-9 \\ x=-6,\text{ }y=-6-9=-15 \\ x=5,\text{ }y=5-9=-4 \\ x=1,\text{ }y=1-9=-8 \end{gathered}`