K kathy's New member Joined Dec 20, 2005 Messages 47 Aug 28, 2006 #1 A horizontal translation is applied to the graph of y = X^3 + 2 so that it will pass through (3, 10). What is the new equation for the graph? How do I do this? Thank you!
A horizontal translation is applied to the graph of y = X^3 + 2 so that it will pass through (3, 10). What is the new equation for the graph? How do I do this? Thank you!
R royhaas Full Member Joined Dec 14, 2005 Messages 832 Aug 28, 2006 #2 Solve for \(\displaystyle A\) in \(\displaystyle y = (X-A)^3 + 2\), when \(\displaystyle X=3, y=10\).
Solve for \(\displaystyle A\) in \(\displaystyle y = (X-A)^3 + 2\), when \(\displaystyle X=3, y=10\).
K kathy's New member Joined Dec 20, 2005 Messages 47 Aug 28, 2006 #3 get lost from here! okay so y=(x-A)^3+ 2 10= (3-A)^3 +2 10-2= (3-A)^3 8= (3-A)^3 now what?
D Denis Senior Member Joined Feb 17, 2004 Messages 1,700 Aug 28, 2006 #4 Re: get lost from here! kathy's said: 8= (3-A)^3 now what? Click to expand... 3 - A = cuberoot(8) 3 - A = 2 A = 1
Re: get lost from here! kathy's said: 8= (3-A)^3 now what? Click to expand... 3 - A = cuberoot(8) 3 - A = 2 A = 1
stapel Super Moderator Staff member Joined Feb 4, 2004 Messages 16,550 Aug 28, 2006 #5 Re: [MOVED] find equation for horizontal translation of grap kathy's said: A horizontal translation.... How do I do this? Click to expand... You've received specific instructions for this particular exercise. In general, just use the translation rules they gave you: . . . . .f(x ± a) is f(x) moved to the left or right "a" units . . . . .f(x) ± a is f(x) moved up or down "a" units Take f(x) = x<sup>3</sup> + 2, use the horizontal formula (above), and plug-n-chug to solve for "a". Eliz.
Re: [MOVED] find equation for horizontal translation of grap kathy's said: A horizontal translation.... How do I do this? Click to expand... You've received specific instructions for this particular exercise. In general, just use the translation rules they gave you: . . . . .f(x ± a) is f(x) moved to the left or right "a" units . . . . .f(x) ± a is f(x) moved up or down "a" units Take f(x) = x<sup>3</sup> + 2, use the horizontal formula (above), and plug-n-chug to solve for "a". Eliz.