A triangle lies entirely in Quadrant 1. In which quadrant will the triangle lie after each rotation about (0, 0)?
2 answers:
Hello there! :D (again)
Explanation:
Well, (0,0) its accesible only in quadrant 1 and 2, because if not it would be (-0,-0) or (-0,0), or even (0,-0)
So, if we think about it, we already have (0,0) in Quadrant 1,so for it to give us the same pair as positive, it would need to be in Quadrant 2.
Answer:
Quadrant 2.
(if you have any questions please ask me)
-Ari.
Well, if the the triangle is rotated clockwise it will lie in quadrant 4. if it is rotated anticlockwise it will lie on quadrant 2
hope this helps
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Answer:
1/2
Step-by-step explanation:
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Answer:
b=-108
Step-by-step explanation:
Answer:
what is this
Step-by-step explanation:
The sum of the numbers should total to 1. Let us say that
x is the missing number, therefore:
x + ¼ + ¼ + 1/5 = 1
x = 1 – ¼ - ¼ - 1/5
The numbers should have similar denominator:
x = 20/20 – 5/20 – 5/20 – 4/20
x = 6/20
<span>x = 3/10</span>
The sum of the two bases is twice the length of the mid segment
24+x=19*2
x=14
