Determine whether the point (1, 5) is a solution to the system of equations. Explain your reasoning in complete sentences.
@shadow
look at the graph and look where it intersects And the intersecting line will be the answer
Can you possibly explain more thoroughly if possible @shoaibchaudhry ?
Im not sure on how exactly how 2 but that is how i was taught at school
But you can solve both equations
Oh okay,well thank you for trying ;anything and everything helps if you really were sincere about it.Have a good rest of your evening @shoaibchaudhry .
Np
@tonycoolkid21
solution for both fx and gx ?? or only gx ?
I think its both
1 is gx and 5 is fx
ans thet are asking is it write
There is only one intersection point point for g(x) and f(x), and (1,5) is not it
g(x)=3x+2 & our point (1,5); 1=x y=5 ; g(1)=3(1)+2 =5 so this point is solution for the gx equation
Thank you to everyone that helped and or is still helping,I really do appreciate it.Though,can anyone specifically clarify which is which to the question itself?
So would the answer to the question be to put down that the solution is
Or that (1,5) is not the point of intersection,I am probably overcomplicating the question ain't I..?
yes u are 1 is answer to gx and 5 is susposed to be answer to the other one
but u think it is for boths since it sates the the point (1, 5) is a solution to the system of equations. this says for both
(1,5) is NOT a solution for both equations
the only solution is (0,2)
It was screenshotted,wasn't anyone able to notice...?
when we are to find the solution of a system of lines means we have to find a point which satisfy all the equations or it lies on all the lines. point of intersection lies on all the lines ,so it is the solution. Here (0,2) lies on both the lines at the same time . Hence it is the solution. (1,5) is not the solution.
So as @snowflake0531 said many times it's not a solution but notice that this point is a solution for g(x) your teacher expecting you to say something about it I don't think it's a coincidence its good to mention that too in your answer.
Oh okay so overall I would have to at least try my best and state in my own words of each value each person had helped input into the chat itself,you are saying @j4ke ?
do NOT ping me without a purpose please Jake, I appreciate the agreement but no
Anyways I highly appreciate everyone's help and sorry for overanalyzing,etc.Everyone,have a wonderful night.
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