Please help me! Will fan and medal! Follow instructions below.. posting attachment. Write an expression in simplest form for the perimeter of each triangle. Write another expression in simplest form that shows the difference between the perimeter of the larger triangle and the perimiter of the smaller triangle. Find the perimeter for each triangle when x=3.
Which Triangle @samsteronbroadway ?
Both. @HelpMeAlgebra
Oh i Just Saw That lol
Well, we know the perimeter is the sum of all sides right? So just add all of them up for each triangle :)
Yeah
@johnweldon1993 it's polynomial which confuses me with perimiters.. :/
btw @johnweldon1993 Can You Help Me On My Problem?
*perimeters
Okay so the larger triangle is \[\large (5x - 4) + (4x + 2) + (7x + 7)\]
Ohhh that makes sense.. Okay so then it'd be... 16x+5
?
Now we just need to simplify that Add each 'x' term...and add each constant *because you cant add say 1 + 2x * So we add \[\large 5x + 4x + 7x - 4 + 2 + 7\]
Or yes 16x + 5 :)
okay so is that the perimeter of the bigger one?
Correct :) Now the smaller?
(x+3)+(2x-5)+(x+7) is the next one which will simplify to.... hold on
4x+5?
Correct!
Okay :D now what?
And then for part C we just plug in 3 for each 'x'
?
Oh wait, we need the part B first lol "Write another expression in simplest form that shows the difference between the perimeter of the larger triangle and the perimeter of the smaller triangle"
Would we just do (16x+5)-(4x+5)?
Yes indeed...which will simplify as well
12x ?
Correct again
Yay:) So what do we do for c?? I'm slightly confused.
Well "Find the perimeter for each triangle when x=3" We know the perimeter of the larger is \[\large (16x + 5)\] When we make 'x' = 3...what does that equal?
So like 16 * 3 + 5?
Correct! :)
53?
and again correct! lol
Now we just need to do the same for the smaller triangle...make x = 3 and solve
4*3+5 would be 17
Sorry internet problems lol...yes you are correct!
Thanks so much! I have one more question and like NO time (I'm in the car with an almost dead computer) do you think you could just help me on this question? I'd reaaaally appreciate it. @johnweldon1993
Actually I can post a new question since I accidentally closed it lol
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