One teaching example for each of the four questions, which includes step by step instructions written in complete sentences. If I know the lengths of two sides of a right triangle, how do I find the third? Could I find the two missing side lengths of a right triangle if I only know one side length and one angle measure (other than the 90 degree angle)? Could I find the two missing angle measures if I know some of the side lengths of a right triangle? What makes a triangle a “special” right triangle? How can special right triangles help me find side len
1) by using heron's formula..
2) yes, by using phythagoreas theorm.
3) by applying theorm- no side is required you can find it by using angle sum property.
4) by phythagoreas thoerm...
@pumpgirls
what?
oh now i get it can u please explain more on the 4 questions
il answer the last part of question - what makes a triangle special do you knw the two special triangles ?
no i dont . you cant help me with the other three
As for the first one, to my understanding, Heron's formula is actually used to find the area of triangle. It can't be the answer to the first question.
oh ok then do u have an idea of the what the answer would be for question 1 ?
Have you ever heard of trigonometric ratios and Pythagoras' Theorem?
yes
What do you know about them, for example, the conditions when the ratios or the theorem is applied?
yea
So, what's the condition when Pyth. Thm is applied?
im not sure
let a be any angle given in triangle then side opposite to a is called as perpendicular(p) , side opposite to 90 deg angle is called as hypotenuse(h) and remaining side is base(b) tan a =(p/b) sin a =(p/h) cos a =(b/h)
ok how do i do that tho?
@pumpgirls Sorry I wasn't here for a while. Do you know that you can get the relation a^2 + b^2 = c^2 when the triangle is a right-angled triangle, according to the Pyth Thm? |dw:1347548684806:dw|
yes
So, if you have two sides, do you think you can apply this theorem to find the third, provided that it's a right-angled triangle.
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