Given b = 4 and h = 1, what is the equation of the graph if the parent function is y=√(x)
hmmm....
what a bizarre and idiosyncratic question this is not any standard math i have seen before
what is \(b\)? what is \(h\)? i mean "what do they stand for?"
So assuming b as base, and h as height.
is it something like \(f(bx+h)\)? you need to look back and see how they are used
i really doubt it is base and height
You need more information for this problem.
yes but you need to go to the book or whatever source you are using and see exactly what it says, otherwise we are just guessing
all what i can get is y=asqrt4(x-1) +k
So it would probably be A
nothing like made up math is there? where does this question come from? some on line source? a book? a teacher?
if this was made up by a teacher, frankly she should not be teaching this would be like me asking you if \(f(x)=x^2\) , \(a=4,b=3\) what do you get? the question makes literally no sense out of context, and there is no standard context i know of that uses \(b\) and \(h\) as specific variables
So was the answer correct?
this one does make sense \[g(f(x))=g(2x-1)=2x-1+2=2x+1\]
ok, well let me know if its right or wrong, I would like to know.
second one i answered above, hope steps are clear
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