unit 1 day 6

Here, we are talking to you about angle angle. Angle angle is where you take 2 triangles and see if they're similar.

We do that by, taking 2 triangles--

Now we see that they are corespondent, a-e  b-g  c-f

lets say a-e are 75

and b-g are 69

now we have to find c-f

in order to do so, we take 180(because the total sum of a triangle's angles are 180) and then we take 180-75-69 and we end up with 36. that means that c and f are 36. When you add them up, 75+69+36 then you would get 180, in other words, you subtract 2 angles from 180 to get the third, and if both triangles have 2 equal degree of sides, then they are similar.

Here is a little practice quiz :

Is triangle PQR congruent to
            triangle STV by SAS? Explain.

Show that triangle BAP is congruent
              to triangle CDP.

  Problem 1Segment PQ is congruent
              to segment ST because
              PQ = ST = 4.
            Angle Q is congruent to
              angle T because
              angle Q = angle T = 100 degrees.
            Segment QR is congruent
              to segment TV because QR = TV = 5.
            Triangle PQR is congruent 

              

 Problem 2 Angle A is congruent to angle D
                  because they are both right angles.
               Segment AP is congruent to segment DP be-
                  cause both have measures of 5.
               Angle BPA and angle CPD are congruent be-
                  cause vertical angles are congruent.
               Triangle BAP is congruent to triangle CDP
                  by Angle-Side-Angle.