Question

Help with polynomial functions please? :)

Answer 1

1.Graph the function f(x) = (x + 3)3 by hand and describe the end behavior.

Answer 2

y = (x + 3)^3
x = -3 => critical point, and the point of inflection.
x < -3 it concave down , x > -3 concave up

Answer 3

Do you mean\[f(x)=(x+3)^3\]?

Answer 4

@AnimalAin yes sorry :)

Answer 5

y = (x + 3)^3
x = -3 => critical point, and the point of inflection.
x < -3 it concave down , x > -3 concave up

Answer 6

y = (x + 3)^3
x = -3 => critical point, and the point of inflection.
x < -3 it concave down , x > -3 concave up

Answer 7

y = (x + 3)3 = 3x + 9 i assume you mean times three
this is of the form y = mx + b
the slope is 3 and the y intercept is 9, a line
or you may mean y = (x + 3)^3
this looks just like y = x^3 only shifted to the left 3. the functions is zero at -3
to the right it goes to + infinity and to the left is goes to - infinity

Answer 8

End behavior is what the function does as x gets a long way from the origin. In this case, the end behavior tends to positive infinity as x gets large in a positive direction, and toward negative infinity as x gets really negative.

Answer 9

multiply 3 into the equiation in the bracket :

F(x)= 3x + 9

so if x = 0 => F(x)=9
x=1=> F(x)=9
x=2=> F(x)=12
x=3=> F(x)=15
x=4=> F(x)=18


It is a linear finction, and it increases by 3 (3x).

Answer 10

As noted, there is an inflection point at (-3, 0). The graph looks like y=x^3 moved three units to the left.

Answer 11

@smartguy1124 You don't Get a medal you just copped and pastes that..

Answer 12

http://answers.yahoo.com/question/index?qid=20110327153925AAjjQK0

Answer 13

i know sorry

Answer 14

pasted.*

Answer 15

sorry

Answer 16

haha thankyou for the effort guys! I appreciate it, even if you copy and pasted :p @smartguy1124 @AnimalAin