Write as a Vector Equality y=x-2 , y=x^2-2

Problem

y=x−2,y=x2−2

Solution

1. Identify the components of the vector r A vector equality representing a system of equations or a set of functions can be written in the form y=ƒ*(x)

2. Define the vector y by placing the dependent variables into a column vector.

y=[[(y_1)],[(y_2)]]

3. Assign each expression to a component of the vector. Let (y_1)=x−2 and (y_2)=x2−2

4. Construct the final vector equality by setting the vector y equal to the vector of expressions.

[[(y_1)],[(y_2)]]=[[x−2],[x2−2]]

Final Answer

y=[[x−2],[x2−2]]

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