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3 January, 18:45

The width of a triangle is 6 cm less than its length. If it's perimeter is 80 cm then it's lengths and area are respectively

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Answers (2)
  1. 3 January, 19:37
    0
    We can keep this problem with one variable, even though there could potentially be two because of length and width. Since we can't find the width without the length, we'll make L be our variable. Here's what we know so far:

    Width=L-6

    Length=L

    Perimeter=80

    How do we find perimeter? We add length + length + width + width, or 2*length + 2*width. Wait! We already know what the length and width are - - we wrote it up there ^! So now we just need to set up an equation. 2 (length) + 2 (width) = perimeter, or 2L+2 (L-6) = 80. Now we just solve! You should get L=23. But wait! We're not done, because while we found length, we still need to know the width. We wrote the formula for width up there ^. It's L-6. Since we know L is 23, 23-6=17.

    We're done!

    L=23

    W=17.

    To check our answer, we do the perimeter formula again. 2 (23) + 2 (17) = 80. Is this true? Yes! So we did it right!
  2. 3 January, 19:59
    0
    The length is 14cm the width is 26cm. And according to my calculations, a=l•w so area would be 364.
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