Which graph best represents the equation y = the square root of the quantity x plus 8?
Hold on, here are the graphs: http://learn.flvs.net/webdav/assessment_images/educator_algebra1_v17/05_13_part2/05_13_21.gif http://learn.flvs.net/webdav/assessment_images/educator_algebra1_v17/05_13_part2/05_13_22.gif http://learn.flvs.net/webdav/assessment_images/educator_algebra1_v17/05_13_part2/05_13_23.gif http://learn.flvs.net/webdav/assessment_images/educator_algebra1_v17/05_13_part2/05_13_24.gif
the general formula of every (single-variable) function is f(x - h) + k, where f(x) is the parent function and occurs when h = 0 and k = 0 h < 0: f(x) [parent] is moved |h| units to the left. h > 0: f(x) [parent] is moved |h| units to the right. k < 0: f(x) [parent] is moved |k| units to the down. k > 0: f(x) [parent] is moved |k| units to the up. the parent function of what you gave is sqrt(x) the actual function is: sqrt(x+8) this gives h = -8 in the general form. meaning your function looks like sqrt(x) moved 8 units to the left.
general form of sqrt(x) is: sqrt(x - h) + k
Ok, but I don't understand the how to plot that on the graph.
btw i can't see the pictures
I mean, I understand what you're typing-oh. You can't?
Hold on. Let me take them, make a file in Paint tool SAI, and upload it. give me 3 minutes or less.
you can draw any graph by plotting a few points. with time and practice you will know exactly what functions look like and be able to graph it without plotting points by hand like this:
i can't use draw >.<
Ok, here's the file:
https://www.google.com/search?q=sqrt(x) you will want to have a reference point, so use (0, 0). this point now becomes (-8, 0) and every other point is translated 8 units to the left
i put that because they show a graph on the google page :P
let me know which one you think it is
UUuuuuhhh....I don't think it's any of the ones I put in the file I sent you.
it is. you could even google sqrt(x+8) to see
Ok. Hold on one second.
It's D. The fourth graph!
Right?
no
Aw.
A.
use the reference point at (0, 0) on the graph sqrt(x). yes, A
Why? Because instead of it being +8, it's going to be -8?
yes. this applies for every function. the generel form of sqrt(x) is sqrt(x - h) + k sqrt(x + 8) has h = -8 and k = 0
general*
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