The equation of the parabola #y=x^2# shifted 5 units to the right of equation, what is the new equation of the parabola?

Related questions

• What are Vertical Shifts of Quadratic Functions?
• How do you determine the y-intercepts of quadratic functions?
• How the does graph of #y=-2x^2# differ from #y=-2x^2 -2#?
• How do you determine if the vertex of #y=x^2-2x-8# is a maximum or a minimum?
• How do you determine the x and y intercepts of #y=-x^2-3x+18 #?
• How do you determine the direction and shape of the quadratic #y=3/2 x^2-4#?
• What is the domain and range of #y=1/2x^2+4#?
• What is the vertex of #y=2x^2+6x+4#?
• Where do you start when you are trying to graph quadratic functions?
• How do you sketch the graph of #y=-3x^2# and describe the transformation?