find the area of the bermuda triangle if the sides of the triangle have the approximately lengths 841 miles, 926 miles, and 1305 miles?
Do you know not know how to find the area of a triangle with 3 given side lengths? @pparth
Use Heron's formula
but how do you solve it out! can you help me on this one
Exactly what @mathstudent55 said. Heron's formula is the key to finding the area of a triangle with 3 given sides. There is other ways too like using a combination of cosine/sine laws but the most straightforward approach here would be to simply use Heron's formula.
can you help me on this one as a example, so I know how to do the rest?
Here is what Heron's Formula looks like:\[\bf A = \sqrt{s(s-a)(s-b)(s-c)}\]Where\[\bf s=\frac{ a+b+c }{ 2 }\]and a, b, c are the sides of the triangle.
Now just plug in the numbers 841, 926, 1305, for any of a, b, c and solve for the Area. @pparth
Looks like he mysteriously disappeared in the triangle
hmmmmmmmmmmmmmmmmmmmmmmm
anyone knows: (5,-4pie/3) its sayings to find a polar coordinates of the point
Make a new question for this and I'll help you out. @pparth
what do you mean?
5,-4pie/3) its sayings to find a polar coordinates of the point
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