Help plz ive been stuck on this for an hour i give MEDAL A scientist is studying the growth of a particular species of plant. He writes the following equation to show the height of the plant f(n), in cm, after n days: f(n) = 12(1.03)n Part A: When the scientist concluded his study, the height of the plant was approximately 16.13 cm. What is a reasonable domain to plot the growth function? Part B: What does the y-intercept of the graph of the function f(n) represent? Part C: What is the average rate of change of the function f(n) from n = 3 to n = 10, and what does it represent?
@ganeshie8
\[12\times1.03^{n}\] Is that the correct equation?
Is that for part a b or c
@MrNood
It is a question - for you to clarify the form of the equation you have written..
Yes that is the correct equation
so you know that at the end, the height is 16.13 The domain means the values for n which are used. So f(n) = 16.13 = 12(1.03)^n so find a value for n which is close to this solution...
Im still confused @MrNood
solve this equation for n 16.13= 12(1.03)^n (start by dividing both sides by 12)
So 12 divided 16.13 or 1.03
OK - you need to be able to solve this equation 16.13= 12(1.03)^n SO first do what I said (start by dividing BOTH sides by 12) Do you know about logs? - you will need this next.
Yes i do
SO first do what I said (start by dividing BOTH sides by 12) Post the new equation here
1.34=0.085
42!!! THE ANSWER TO THE UNIVERSE!!!!
the Left side is correct - what did you do for the right side?
I got 0.0858
I said what did you DO, not what dis you get. we are trying to solve for n - so it is still an unknown \[\frac{ 12\times(1.03)^{n} }{ 12 }\]
1.033
I told you i suck at math
you wouldn't say you suck at sports/English/driving/spelling - why be proud of 'sucking' at maths? The above equation is simple. Look at it again and write the answer:
Well i multiplied 12 x 1,03 and i got 1345.66 and then i would divide that by 12 i think if im correct?
Please take your time, and don't guess. I'll re-write the equation: \[\frac{ 12x }{12 }\] now see the similarity: \[\frac{ 12(1.03)^{n} }{ 12 }\] So simplify the above..
How
LOL, this was 7 months ago...
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