PLEASE HELP WILL FAN AND MEDAL. Which equation best represents the regression line for the data given in the table below? a) y=-3x+3 b) y=3x+3 c) y=3x-3 d) y=-3-3
Going from x = 1 to x =2, f(x) decreases Going from x = 6 to x =7, f(x) decreases But everywhere else, f(x) increases with x. So the slope has to be positive which eliminates choices a and d.
Okay, so how do I find the answer?
I think it's c
Put in x values from x = 2 to x = 6 in b) and c) and see which gives values closer to f(x). Yes, I am also leaning towards c).
Okay!
Could you help me with another?
Which equation defines the graph of y=x^3 after it is shifted vertically 5 units down and horizontally 4 units left? a) y=(x-4)^3-5 b) y=(x+5)^3-4 c) y=(x+5)^3+4 d) y=(x+4)^3-5
I think, it's d but I am not sure.
For the previous question, 3x - 3 is the best approximation among the given choices: http://www.wolframalpha.com/input/?i=linear+regression+%281%2C3%29%2C++%282%2C0%29%2C++%283%2C4%29%2C++%284%2C9%29%2C++%285%2C15%29%2C++%286%2C18%29%2C++%287%2C14%29
Okay, thanks!! Could you help me with the other?
If f(x) is shifted vertically DOWN by 5 units it will become f(x) - 5 If then it is shifted horizontally 4 units LEFT it will become f(x+4) - 5 We are given f(x) = x^3 f(x+4) - 5 = ?
f(x) = x^3 f(x+4) = (x+4)^3 f(x+4) - 5 = (x+4)^3 - 5
I got the left and right confused.
So it's c?
d)
*d*
oh okay, thank you!!
yw.
Would you mind helping me with a few others?
close this one. There are others here that can help too. I have 5 messages that I'd like to answer.
Okay. Thanks anyway
A solution and plot using Mathematica 9 is attached.
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