PLEASE HELP WILL MEDAL AND FAN
With...
With the picture I tagged
With the image I attached
@alivejeremy
Yes i'm here. :l
I see no picture
How about now??
@alivejeremy
Yup
Soooo? What do you think it is :)
I think C :3
Wbu
Can you explain?
Nah
It was a logical guess
To be honest I stink at math so I have no idea
-_-
I'm good at math but not that type :P
Do you think you can help with another ??? Pretty please with a cherry on top :)))))
Note that \(nothing\) indicates that 1. the triangle is isosceles, nor 2. the lines are parallel. In geometry, anything not given is not, and cannot be assumed. So we're left with very few choices. Hint: study the word reflexivity. "A reflexive relationship is bidirectional with both the cause and the effect affecting one another in a relationship in which neither can be assigned as causes or effects." ref: https://en.wikipedia.org/wiki/Reflexivity_(social_theory)
Sure! :D
Guessing game is over!!! :) If you suggest an answer, please explain why the choice.
The next question isssssss
So what would you suggest the answer is then?? @mathmate
These 3 😬
@alivejeremy @mathmate
I have already given a hint. Further hint will be providing a direct answer.
If we are being honest the only reason people come on this website is for answers not copy and paste links from wiki
Yes, you're one of the few honest ones. I think it is a good idea to start on the right foot solving geometry problems. 1. If the question does not provide a figure, draw one according to what is given. Make sure the figure you draw includes everything the question described, as well as the labels of angles, lines, etc for reference later. 2. If a figure is provided, read the question with reference to the labels to fully understand the question. Make sure you understand every word used in the question. Many easy questions simply require you to know the vocabulary. 3. Determine the kind of tools required to solve the problem. Tools could include equal angles, equal sides, ratio of lengths, etc. In fact, anything that relates to known theorems. If a new angle, length can be inferred using a theorem, write down the value on the diagram. This will open more doors to solve for other values. 4. In the case of the multiple choice, understand each choice by visualizing the answer using the diagram. Choose the one that makes sense to you after step 3. In this particular case, there isn't much given, but there is a lot to follow in each answer. Follow step 4, understand what each answer choice is trying to say, and you'll probably say, "duh". By the way, the wiki link is a reference, meaning that the citation was taken from there. It is a good habit to quote reference. You do not have to read the reference. The citation is a sufficient hint.
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