Medals! Can someone help me with the third part of my question?
I need to do this part now: 1. A point: Choose a point within the boundaries of the shape, and show algebraically that the point satisfies all of the inequalities.
@mathgeek27 @mathmath333
honestly, Idk I'm stumped :P Sorry I couldn't be of any help :( Good luck and have a nice day :)
Okay. :p
\(\large\tt \begin{align} \color{black}{\text{lets take the point(3,3) from trapezium here }\\~\\ \text{our inequalities are }\\~\\ y\leq 3x-1\\~\\y\leq -3x+17\\~\\ y\leq 5\\~\\ y\geq 2\\~\\ \text{now put the point (3,3) in all inequalities and check}\\~\\ y\leq 3x-1\\ 3\leq 3\times 3-1\\ 3\leq 8~~so true\\~\\ y\leq -3x+17\\ 3\leq -3\times 3+17\\ 3\leq 8~~so true\\~\\ y\leq 5\\ 3\leq 5\\~~so true\\~\\ y\geq 2\\ 3\geq 2~~true\\~\\ \text{so from this proof we can see that}\\~\\ \text{the point(3,3) satisfies all the inequalities } }\end{align}\)
Thats so weird I chose the same point yesterday before you answered! Thanks anyways.
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