Determine whether the graph shown to the right represents a function. Choose the correct answer below.
O A. No, because no vertical line can be drawn that intersects the graph more than once.
B. Yes, because a vertical line can be drawn that intersects the graph more than once.
C. No, because a vertical line can be drawn that intersects the graph more than once.
D. Yes because no vertical line can be drawn that intersects the graph more than once.

Using the function definition, it is found that the correct option is:

C. No, because a vertical line can be drawn that intersects the graph more than once.

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In a function, each value of the input x can have only one respective output y.In a graph, for a value of x, there can only be one value of y.To verify this, we trace a vertical line, and if it intercepts the function more than once, the graph is not a function.In the picture at the end, it can be seen that multiple vertical lines intersect the function twice, thus, not a function, and the correct option is C.

A similar problem is given at link

This means the height of the triangle is twice the height of the rectangle.

Step-by-step explanation:

Area of a rectangle is given as product of length and width, A=l*w

Area of triangle is given as the product of the base length by half the height,

A= 1/2 *b*h

If the areas are the same then it means;

l*w = 1/2 *l*h  where l is the base length

l*w = l*h/2 but the base measurement is the same thus

w= h/2

2 w = h

This means the height of the triangle is twice the height of the rectangle.