please help me :( A small sinkhole has formed close a heavily travelled street. The city plans to fence it in to keep citizens from putting themselves in danger. What is the perimeter of a triangular-shaped fence the city can place around the sinkhole using integer coordinates (no decimals) on the grid? You must show all work to receive credit.
@Directrix
@perl
@jim_thompson5910
this might help
@jim_thompson5910 it didn't really help
you need to find the perimeter of the triangle I added
find the length of each side, then add up the sides
@bangbang559 Do as JThompson directed and you will have the answer. All you have to do is to count the number of units on the graph of each side of the triangle. For example, on the base of the triangle, how far is it from -8 to 2 ?
10 units?
Yes.
okay so how would I put all this info into my official answer?
You are not finished. You have to get the lengths of the other two sides.
That vertical segment - how long is it - from 2 to - 4 ?
6
Now, you have to find the diagonal segment length --> the one that is the hypotenuse of the triangle. 6^2 + 10^2= c^2 Solve for c.
I cant figure it out :/
@Directrix
6^2 + 10^2= c^2 36 + 100 = c^2 136 = c^2 What is the square root of 136? That is c.
11.6619037897?
Correct. To the nearest tenth, that is 11.7. So, the perimeter of the triangle is 11.7 + 6 + 10 = ?
@bangbang559
27.7
@Directrix
27.7 is what I got, too, for the perimeter of the triangular fence around the sinkhole.
okay now how do I put all this info into my answer?
@Directrix
Read back through the thread and write it up just like the problem was done in the thread.
6^2 + 10^2= c^2 36 + 100 = c^2 136 = c^2 c= 27.7 the perimeter of the triangular fence around the sinkhole is this the answer?
@Directrix
@Directrix is that the answer?
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