Any graph will represent a function if it passes the vertical line test. A graph is a function if for any vertical line drawn it touches the graph at only one point.In other words for every x there is only one y value.
In the given graphs if a vertical line is drawn in the graphs A,B it will touch the graph at two points and hence they are not unctions.Option c s a vertical line that is for one x value there are more than one value of y and so is not a function.Option D will represent a function as any vertical line drawn will touch the graph at only one point.
OPtion D.
The length in tiles is 15 long. You use proportion, 12/8 is 1.5 and 10x1.5 is 15.
I think the answer is 0.25 seconds later
Hope this helped
Answer:
For the first picture, 57.14
For the second picture, 27.04
d=
Let's simplify step-by-step.
p+6pq−2pq−129
=p+6pq+−2pq+−129
Combine Like Terms:
=p+6pq+−2pq+−129
=(6pq+−2pq)+(p)+(−129)
=4pq+p+−129
Answer:
=4pq+p−129
g=
Let's simplify step-by-step.
2x−3y+b(3y−2x)+2.718282−(2x−3y)
Distribute the Negative Sign:
=2x−3y+b(3y−2x)+2.718282+−1(2x−3y)
=2x+−3y+b(3y−2x)+2.718282+−1(2x)+−1(−3y)
=2x+−3y+b(3y−2x)+2.718282+−2x+3y
Distribute:
=2x+−3y+(b)(3y)+(b)(−2x)+2.718282+−2x+3y
=2x+−3y+3by+−2bx+2.718282+−2x+3y
Combine Like Terms:
=2x+−3y+3by+−2bx+2.718282+−2x+3y
=(−2bx)+(3by)+(2x+−2x)+(−3y+3y)+(2.718282)
=−2bx+3by+2.718282
Answer:
=−2bx+3by+2.718282
