The zeros of a parabola are -5 and -3. the point (0, 60) is on the graph as represented by the equation. 60=a(0+5)(0+3)
The Zeros Of A Parabola Are -5 And -3. The Point (0, 60) Is On The Graph As Represented By The Equation. 60=A(0+5)(0+3)
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The Zeros Of A Parabola Are -5 And -3. The Point (0, 60) Is On The Graph As Represented By The Equation. 60=A(0+5)(0+3). 60=15a rearrange unknown terms to the left side of the equation: Is on the graph as represented by the equation.
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The point (0, 60) is on the graph as represented by the equation. The point (0,60) what is the value of a? We're also given that the point ( 0 , 60 ) is on the graph.
The Point (0,60) What Is The Value Of A?
60=15a rearrange unknown terms to the left side of the equation: Point (0,60) lies on the parabola. Is on the graph as represented by the equation.
Using The Point (0, 60) Which Lies On The Graph, We.
Thus, the answer is c. 60=(a* 5)* 3 multiply the monomials: 60 = a (0 + 5) (0 + 3).
Here, The Zeros Are −5 And −3.
The point (0, 60) is on the graph as represented by the equation. 【solved】click here to get an answer to your question : We're also given that the point ( 0 , 60 ) is on the graph.
The Point (0,60) Is On The Graph As Represented By The Equation.
To get the value of a, we will substitute with the given point in the equation of the parabola and solve for a as follows: The zeros of the parabola are − 5 and − 3, which means the factors of the quadratic equation are (x + 5) and (x + 3). For a parabola with roots at −5 and −3, if we have another point on the graph, we can similarly set it up to find a different.