Look at this shape:
Assume AB = AF = FE = ED and BC = CD, and all the angles in the shape are 90 degrees.
Let A be the area of this shape (in cm^2), and P  the perimeter of this shape (in cm).
If A  P is 60, what is the length of line AC?
this was easy as we have been doing triganometry at school these past weeks.
the answer is ac=26.828.
i got this because the preimeter is 8ab or 8af etc
and the area is (af x ba)+(ed x cd). if i put this in to a ratio it would equal area:perimeter 3:8. i then use the information to work out ap=60.
so if 38 had to equal 60 i would have to times the area and perimeter 12. this gave me the equation 36+96=60 which is equal on each side.
i then used the phyphagourous (pardon my spelling) to find A to C. this worked out like
12² + 24² =720 when i squared rooted it ,it came to 26.828.
thank you and now i can be a student

Posted by Callum
on 20031010 08:01:31 