Write as a Vector Equality y=x^2+4x-5 , y=4x+4

Problem

y=x2+4*x−5,y=4*x+4

Solution

1. Identify the components of the vector equation by setting the two expressions for y equal to each other to represent the system in terms of a single variable or a vector of variables.

2. Define the vector r as a column vector containing the variables x and y

3. Express the system as an equality between two vectors where the first vector represents the variables and the second vector represents their corresponding functional forms.

4. Construct the final vector equality by grouping the equations into a single vector statement.

Final Answer

([y],[y])=([x2+4*x−5],[4*x+4])

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