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Viktor [21]
3 years ago
11

PLLZZZ ANSWER I REALLY NEED HELP !!!!!!IS THIS CORRECT

Mathematics
2 answers:
just olya [345]3 years ago
8 0
Yes, the answer is correct.
zzz [600]3 years ago
5 0
Yes. Your answer is correct
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Identify the statement(s) that are both biconditional and false. Three points are not in the same plane if and only if exactly o
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Answer:

Step-by-step explanation:

1) Three points are not in the same plane if and only if exactly one line passes through them.

It is biconditional and false because more than one plane can pass through three points

2)Exactly one line passes through three points if the points are in an infinite number of planes.

It is biconditional and true because three points on same line will be in more than one plane and if they are not in the same plane then connect them and it will form a triangle which is in only one plane

3). an infinite number of planes pass through the same three points if and only if the points are not on the same line.

It is biconditional and false because more than one plane passes through them So, infinite no. of planes passes through them

4). three points on the same line if and only if exactly one plane passes through them. ​

It is biconditional and false because more than one plane passes through them So, infinite no. of planes passes through them

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The idea being, when you run a perpendicular line to the base, from the right-angle in a right-triangle, like in this case, what you end up with is, three similar triangles, a Large triangle containing the two smaller ones, a Medium triangle and a Small one, check the picture below.

since all three are similar, we can use the proportions on the corresponding sides, as you see in the picture, the base of the triangle then will just be x + y.

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Step-by-step explanation:

I believe it would be 30 degrees because it is opposite of mAGB.

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