how would you do a problem like this. In the figure below, prove that the difference of EF and CE is less than the sum of BH and CH
not this particular one just how would i solve it
ef-ce < bh + ch
I think
no its EF+CF>CE and BH+CH>CB were do the numbers cum from like how do i solve it wat numbers do i use?
You don't use numbers in solving. You'll just prove that ef-ce < bh + ch using those given.
Algebraically probably, let's see the figure....
its an isoceles triangle connected to an equilateral triangle
Like a diamond?
Do you know how to post a figure? Anyway, put some letters in... triangle ABC or whatever.
no how do u post a figure?
You take a picture of it then attach the file using the attach file button.
Is the figure you are looking at online? or in a document like a pdf?
look at my picture thats it as my profile pic or whatever
Where are the letters in each point?
I can just about see a (a non equilateral) triangle.
H is all the way on the top
then?
B is on the right sideof the top triangle
F is right on the right corner of the bottom triangle
E is all the way at the bottom
and C is on the left side of the bottom triangle
Did you made the figure? i can tell cause I can't see an equilateral and an isosceles triangle.
the top triangle is the isosceles and the bottom is the equilateral?
no i didnt make it do u know how to salve it?
solve it
wait.
It would be very helpful if you could post the figure....
how?
Let's just say that the top triangle is an isosceles triangle and the bottom is an equilateral
ok??? i tld u that already i need 2 solve it
I'll solve it. Just wait.
ok thnx =)
Copy the image into a program like paint, save it as a .png file. Then press the "Attach File" button and locate the image you saved, accept. Then press post and your image will be posted.
and cn u show me all of your work so i can learn how 2 do it myself
yeah sure.
there is the figure click on it and it will b larger
\[ EF + CF > CE \] GIVEN \[ EF - CE > -CF \] APE \[ -EF + CE < CF \] OR \[ CE - EF < CF \] DIVIDED BOTH SIDES BY NEGATIVE 1 \[ CB > CF \] GIVEN \[ CB > CF > CE - EF \] \[ CB > CE - EF \] \[ BH + CH > CB \] GIVEN \[ BH + CH > CB > CE - EF \] \[ BH + CH > CE - EF \] \[ CE = EF \] \[ BH + CH > EF - CE \] \[ EF - CE < BH + CH\]
I don't know the explanation for some but there it is. Enjoy. :)
thnk u
You're welcome. :)) Are you a 3rd year student?
Nice image:-)
lol
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