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This is the graph of the expression Can you answer your question from the graph?|dw:1350993561025:dw|
Doubt is not allowed in math. Be certain.
I think its c.
Nope it is not C. Did you think Y , the graph, has maximum value?
well it has to be a then...
OK it is " a" But did you get why?
no.. can u plz explain
If you have any quadratic function of the form\[f(x)=a(x-h)^{2}-k\]You need to consider this points ** If ' a ' is positive number ** the graph will have minimum value w/c is -k **the range of the graph will be >= -k ** if 'a' is negative number ** the graph will have maximum value w/c is -k ** the range of the graph wii be <= -k In both cases the domain of the graph is real number since the graph covers all of the x axis.
Thanks I think i get it :)
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