SOLUTION: if (3,7) and (3,0) are points on a graph then the graph cannot be the graph of a(n)
Algebra.Com
Question 837075: if (3,7) and (3,0) are points on a graph then the graph cannot be the graph of a(n)
Answer by jim_thompson5910(35256) (Show Source): You can put this solution on YOUR website!
This graph is NOT a function because the input x = 3 produces more than one output (y = 7 and y = 0). Visually, this graph fails the vertical line test.
RELATED QUESTIONS
(4,-3) and (2,-7) are endpoints of a segment. Find the midpoint of the segment and graph... (answered by stanbon)
Suppose you graphed every single point of the form (2t + 3, 3-3t). For example, when t=2, (answered by josgarithmetic)
Points M ( 1,-3) andN (-2,-15) lie on the graph of y = 4x-7. Determine whether each point (answered by richard1234)
If the point (5,7) lies on the graph of a power function with an odd exponent,then which... (answered by ikleyn)
graph the following equation by using a table first and then graph 4 points.... (answered by Alan3354)
graph the line containing the given pair of points and find the slope.
(5,4),(-4,-3)... (answered by oberobic)
How would u graph x> -3 on a graph and plot the... (answered by elima)
what are the points on a graph if y=2x+2;y=x-3
(answered by ewatrrr)
Graph
y=-5/8x^3
To graph the equation, first plot 5 points on the graph: one point... (answered by Alan3354)