Given b = - 4 and h = -2, what is the equation of the graph if the parent function is y= \[\sqrt{x}\]
@mathstudent55 heyy
@mathstudent55 this is one of the more harder ones that really stump me :(
Given a = -1, h = 4, and k = -2, what is the equation of the graph if the parent function is y= \[\sqrt{x}\] this is my second question
Where do b and h go in this type pf [arent function?
i dont know anything thats just what the question says
Is it \(y = \sqrt{b(x - h)} +k \) ?
You must have some studying material that explains the form of the parent function.
im not sure, just try your best and solve it and ill see if its one of the multiple choice answers when you get your answer
Use the equation \[y = a \sqrt{x-h}+k\] sometimes the equation can also be expressed as \[y=a \sqrt{x-b}+c\] In addition, there's also the equation\[y=a \sqrt{mx-h}+k\] I would probably use the last one where your b will replace m.
so what is the answer to the first question?
\(y = -4\sqrt{x + 2}\)
none of those are the multiple choice they all have -1 in front of it accept for 1 answer
@mathstudent55 Are you sure? I thought that's where a is, not b.
\( y = \sqrt{-4x + 2}\)
thats not it either i dont think cuz thats not one of the multiple choice answers
@mathstudent55 Okay that's better XD
No, I am not sure. I mentioned above that I have not seen the discussion where we learn where b and h are. I am just guessing.
@MeganxCherry What are your choices?
this is the multiple choice A\[-1\sqrt{x+4}-2\]
choice B \[-1\sqrt{x-4}-2\]
choice C y= \[\sqrt{x-4}-2\]
\(y = \sqrt{-4(x + 2)} \) ?
Choice D \[-1\sqrt{x-4}+2\]
I don't know. Look in your lesson and see where the b and h belong.
which one is it
RPguy do you know? :(
The thing is that it's really weird to have b and h in the same equation... It's not expressed in a way that I'm familiar of. The only expressions are the ones I've posted above.
damn so you dont know the answer?
In this scenario it seems that b = h and h = k, which is just really messed up.
Give me a couple minutes
Okay<3
I think you gave me choices for the second question instead of the first. The second question follows the expression: \[y=a \sqrt{x-h}+k\] and literally just plug in the information you have \[y=-1\sqrt{x-4}-2\] Idk about the first question though
yeah your right i gave you the multiple from the second question by accident. so what would the answer be what letter choice? your such a great help!
i got the second question down so im gonna give you the multiple choice for the first one now
thankyou hold on <3
A \[\sqrt{4x+8}\]
B \[\sqrt{4x-8}\]
C \[\sqrt{-4x-8}\]
D \[\sqrt{-4x+8}\]
Take your time, thankyou so much!!
I think it's D. Using @mathstudent55 's equation \[y=a \sqrt{b(x-h)}+k\] we can plug in our given information \[y=\sqrt{-4(x-2)}\] Which further gives us \[y=\sqrt{-4x+8}\]
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