Can someone help me ?
@ganeshie8
@ParthKohli
I wanna see if you can check my answer ?
If the question is within my limits, yes!
Find the perimeter of the image below:
A) 32.1 units <----- My answer B) 35. 8 units C) 37.6 units D) 39.2 units
It's gonna take me a while to do this. Anyway, what did you do here?
AE = sqrt(2^2 + 5^2)
what does this "^" symbol mean?
DE = sqrt(2^2 + 4^2)
^ means exponent.
ohh ok but of what though
\[2^{2}\] = 2^2
ohhh ok thanks @kurtsloane
2^2 is \(2^2\).
Yup. So just use the distance formula.
ok give me a second
The perimeter of the figure is AE + ED + DC + CB + BA. Find each individually.
\[Distance = \sqrt{(x_2 - x_1 ^2) + (y_2 - y_1)^2}\] Where x_1,y_1 is the x,y coordinate of point A and x_2,y_2 is the x,y coordinate of point B, and the distance is from A to B. If you find the coordinates of all the vertices and then plug them into this formula (the distance formula) you will find all of the distances. Then, sum them up. This is just as ParthKohli said but I've typed the formula if you are having trouble seeing it.
Just in case you have trouble of seeing the origin of the said formula, this corresponds to the Pythagorean Theorem.
A good way to remember this is to tell yourself "the square root of the sum of the squares". You will be using this over and over again throughout your math studies!
All right, let us see what you get now!
The part im confuse about is when PartKohli said "The perimeter of the figure is AE + ED + DC + CB + BA. Find each individually"
Im just confuse about that part
The perimeter is the sum of sides of a polygon. The sides are AE, ED, DC, CB and BA.
You can find AE, for example, by finding the distance between A and E. Are you getting it?
So A is (0,2) and E is (4,5)
Do I sum this up
A is (2,0).
So, the distance between A and E is?
Oops I typed it wrong
So do i plug in (2,0) and (4,5)?
into the formula
Exactly.
ohh ok give me a second to figure the answer is .
I got 14 im pretty sure thats wrong
I dont know what I did wrong ??
@ParthKohli
14 for what?
For A and E ?
Am I right ?
@kurtsloane
@ParthKohli
I attached an explanation of the pythag. theorem and its relationship to the distance formula. 14 for the distance between A and E is incorrect, but, look at this picture and I think you can figure it out. Let me know what you get!
19?
Tell me, what is x1 and what is x2? Then, tell me what x2 - x1 is. Then, tell me what (x2-x1)^2 is.
Idk what x1 is
Ughhhhh!!!!!!!!!! this all confusing
-_____-
Look at the drawing I attached!
I did
Can you tell me, if I give you this coordinate on the XY-plane (a graph), what is the x-value, and what is the y-value? (2,0)
Idk Sorry but I have to go. Thanks for trying to help me understand it. :) really appreciated
The distance from A to E is \[\sqrt{29} = \sqrt{4 + 25} = \sqrt{2^2 + 5^2} = \sqrt{(4-2)^2+(5-0)^2} = \sqrt{(x_2-x_1)^2 + (y_2-y_1)^2}\]
Do the same for all the points and then sum (add) all the answers together for the total perimeter!
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