Which theorem or postuate can be used to prove two triangles are similar? thanks in advance
1 answer:
There are two theorems/postulates that we can use; SAS and ASA. These two work because they have properties that force the triangles to retain their shape; no resizing of any sort could be done to them.
See the attached images below to see an example of these triangles. The left one is ASA and the right on is SAS.
:)
See the attached images below to see an example of these triangles. The left one is ASA and the right on is SAS.
:)
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Answer: 16.16
Step-by-step explanation:
xy in this situation, will be the distance between the two points.
(-8,2) (7,-4) Find the distance between the points
To ind the distance, find the difference in the x and y values,square them and add them to find the obtained number square root.
2-(-4) = 6
-8 - 7 = -15
6^2 + (-15)^2 = d^2 where d is the distance
36 + 225 = d^2
261 = d^2
d=
d= 16.1554 rounded to the nearest hundredth is 16.16