Nathan cut a rectangular tile in half for his kitchen floor design. The tile was NOT a square. He made once cut along a diagonal
from one vertex to another vertex. Classify the TWO triangles resulting from the cut by their angles and their side angles.
2 answers:
Answer with Explanation:
It is Given that Nathan cut a rectangular tile in half for his kitchen floor design.
As,the cut is made along a diagonal from one vertex to another vertex.
If you cut rectangle along through any of two diagonals,
you will get two triangles which are congruent.
→∵ Opposite sides are Congruent.
→Diagonal is common.
So,two triangles will be congruent by SAS.
Triangles categorized as
1. Scalene triangle
2. Right Triangle
The Two Triangles named in a single way as Scalene Right Triangle.
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Answer:
d- m<1 = 58
Step-by-step explanation:
To find this answer we have to do multiple steps.
So we know that vertical angles are congruent by the definition of vertical angles, <u><em>look at the picture</em></u>
So, we also know that a triangle =180 degrees
therefore we can add 32 and 90 to find the 3rd angle measure
32+90=122, then 180(because that's the total of the triangle)-122=58
So, m<1=58 degrees
