Write as a Vector Equality y=3x+11 , y=x^2+4x+5

Problem

y=3*x+11,y=x2+4*x+5

Solution

1. Identify the components of the vector equation. A vector equality representing a system of equations can be written by grouping the left-hand sides and right-hand sides into column vectors.

2. Construct the left-hand side vector by placing the dependent variables into a 2×1 column vector.

([y],[y])

3. Construct the right-hand side vector by placing the corresponding expressions into a 2×1 column vector.

([3*x+11],[x2+4*x+5])

4. Equate the two vectors to form the final vector equality.

([y],[y])=([3*x+11],[x2+4*x+5])

Final Answer

([y],[y])=([3*x+11],[x2+4*x+5])

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