Explain why the greatest common factor of two numbers is sometimes 1
1 answer:
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Answer:
Step-by-step explanation:
Okay, so of course you need to add like terms. But where should you start? Well, and
are both like terms, so lets add them first.
Also, ,
, and
are like terms, so we can add them together too.
There isn't anymore like terms, so now we need to put it in simplest form.
Hope this helps! I actually think 2y^2 is before x^2 in the answer, but unless you need it in simplest form it shouldn't matter. Review with your teacher before turning in if you can. :))
No. of years = y, cost price=c
value function = V(y)= c*[(0.85)^y]
as y increases, V decreases exponentially.
at y=0 , V=c.
so, the graph looks like [y,V(y)] shown in attachment
value function = V(y)= c*[(0.85)^y]
as y increases, V decreases exponentially.
at y=0 , V=c.
so, the graph looks like [y,V(y)] shown in attachment