Question

Can you solve this math problem?

Answer 1

ehehe
a more descriptive post would help too

Answer 2

What is the graph of the function f(x) = \[\frac{ x^2+9x+20 }{ x+4 }\]

Answer 3

A. https://lss.brainhoney.com/Resource/22181721,AD2,0,C,2,0/Assets/72078_53b5aa02/07_h06g_01_a.jpg

B. https://lss.brainhoney.com/Resource/22181721,AD2,0,C,2,0/Assets/72078_53b5aa02/07_h06g_02_a.jpg

C. https://lss.brainhoney.com/Resource/22181721,AD2,0,C,2,0/Assets/72078_53b5aa02/07_h06g_03_a.jpg

D. https://lss.brainhoney.com/Resource/22181721,AD2,0,C,2,0/Assets/72078_53b5aa02/07_h06g_04_a.jpg

Answer 4

hint: \(\bf \cfrac{ x^2+9x+20 }{ x+4 }\implies \cfrac{\cancel{(x+4)}(x+5)}{\cancel{x+4}}\)

the simplified version BUT with the orignal's constraints
so a hole at x = -4

Answer 5

I'm pretty sure it's D. According to what you just said, I'm right....

Answer 6

hmmm hint: x+5 has a positive slope, so is "increasing", not "decreasing"

Answer 7

Oh so it's A? That doesn't make sense though...

Answer 8

If it's at x=-4 shouldn't the line be going down?

Answer 9

ahemm nope, it could go either way
recall that "a point" has infinite lines going through it

Answer 10

http://fooplot.com/#W3sidHlwZSI6MCwiZXEiOiJ4KzUiLCJjb2xvciI6IiNDOTE4MTgifSx7InR5cGUiOjMsImVxIjpbWyItNCIsIjEiXV0sImNvbG9yIjoiIzBGMUZENCJ9LHsidHlwZSI6MTAwMCwid2luZG93IjpbIi05LjQ0IiwiMy41NiIsIi0yLjEyIiwiNS44OCJdfV0-

Answer 11

?

Answer 12

Oops I meant A lol sorry