Need help graphing exponential functions
Y=(1/2)^2x
i dont understand what part u specifically need help in do u want to kno how ti find intercepts, or if it is just to graph u can just plug in values
I know how to find the intercept, it's (0,4) The other points I don't understand
just plug in values in ur calculator
1/2 life graphs are very common ull find a pattern
When I plug the function in y= I only get the intersection
-1..4 1..1/4 2..0.0625
\[\large y=(1/2)^{2x} = 4^{-x}\]
I think half life expressions are more common in highschool textbooks
it should look like this . . . . . . .
Or (1/4)^x But I don't know how they got (0,1)
Aside from (1/4)^x
\(\Huge\cdot\) \(\Huge\cdot\) \(\Huge\cdot\) \(\Huge\cdot\) \(\Huge\cdot\) \(\Huge\cdot\) (0,1) - \(4^{-0} = 4^0 = 1\)
-0 and 0 is same, it's just zero.
(1/2 )^(2*0)=1/2^(0)=and we kno anything to power 0 is 1
except \(0^0\), lol.
Okay so for y=(1/2)^x-2 How did they get (1,2)?
god tht nightmare are u taking calculus II in uni?
x =1 so (1/2)^(1)-2 = (1/2)^-1 = 2
It's terrible
y=(1/2)^(1-2) = (1/2)^(-1) =2
u flip denominator to make power positive
That you both! I finally get it So simple....
Glad we helped.
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