The vertices of a triangle are located at (8,6), (8,3), and (4,3). Which of the following classifies this triangle? The triangle is a right scalene triangle. The triangle is an acute scalene triangle. The triangle is a right isosceles triangle. The triangle is an acute isosceles triangle.
I will post my plots on the coordinate all i need help with is figuring out the shape
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or a idk
well it looks like a right triangle
Nicely plotted. This helps figure it out really quickly. First, i have no idea what a scalene triangle is :D But i do know what a the other two are. And you're right it looks like a right triangle.
https://www.google.com/search?q=acute+isosceles+triangle&rlz=1C1ASUC_enUS619US619&oq=acute+isosceles+triangle&aqs=chrome..69i57&sourceid=chrome&es_sm=122&ie=UTF-8 VS https://www.google.com/search?q=right+isosceles+triangle.&rlz=1C1ASUC_enUS619US619&oq=right+isosceles+triangle.&aqs=chrome..69i57&sourceid=chrome&es_sm=122&ie=UTF-8
Thank you :D
sorry the links are so long. Which one fits it best?
isosceles triangle.?
Right isosceles triangle. :D
Yay! thank you
we know this because of the two points that lie on the same line. It makes a 90 deg angle.
it was wrong :(
WHAT? really?
It was a right scalene triangle DX
i hate coordinate geometry its confusing
That looks sorta like my plots
Well thats news to me. TBH i've never heard of that type of triangle before. I've been through college algebra, trig, calculus 1-3, foundatiosn of calculus... other high level maths. Not once has it ever been mentioned.
OHHHHHHHHHHHHH i see the difference.
okay an isoceles triangle has 45 degree angles at both "tips" does that make sense?
this triangle has different degrees at the tips. so maybe thats what qualifies it to be scalene
This is 9th grade math and no it doesnt how can i tell if it has 45 degrees at the tips?
have you guys talked about cosine and sine functions yet?
no we havent schools over but i am doing extra credit so i doubt we will learn that
is their like another way you can tell the difference then the 45 degree tips?
Okay, i have a website that you can look at. https://www.mathsisfun.com/algebra/trig-finding-angle-right-triangle.html
great i always use math is fun!
Knowing this will put you way ahead of the curve!! :D
Awesome!!!
great i think i get it alittle !!!
also im pretty sure a 90 45 45 degree, aka a right isosceles triangle has the height = width. http://mathworld.wolfram.com/IsoscelesRightTriangle.html So in the case of that digram, CA = CB in length.
oh gosh this is so much to remmeber
I know. It can be overwhelming at first. But once you do a few problems, it'll get easier. Trust me! :D
Just wait until you get to calculus, it's so cool!!!
Thanks so much i'll keep doing problems and if i am stuck can i @ you for help?
Yup, you sure can.
ty!!!
Looking at the coordinates should of been your clue, it is a plain 3 4 5 right triangle, one leg is 3, the other 4 and the hypotenuse is 5 (found by using the distance formulae)
true i didnt really think about using the distance formula for that but now i know thanks @ radar
@radar
You're welcome.
You only needed to use the distance formulae for the long side. The legs you could see by inspection as one at both points on x=8, the other both points on y = 3.
Your drawing was a good one, and if the coordinates had of been printed at the three points, it would of been more obvious.
that makes so much more sense now that you explained it
Good day to you.
good day to you too
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