Put points A, B, C, and D on a line consecutively, so that AB = BC = CD = 6 in. Find the distance between points M and N, the mi
dpoints of segments
AB
and
CD
respectively.
AB
and
CD
respectively.
2 answers:
Answer with explanation:
It is given that , points , A, B , C and D lie on a line such that,
AB=BC=CD=6 inches
Draw a number line, such that, coordinate of
A=0, B=6, C=12, D=18.
It is given that, mid points of AB and CD is M and N , respectively.
Mid point of AB, which is M
Mid Point of CD, which is N
So, MN=15-3
=12 inches
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Hello!
To convert degrees to radians you multiply it by
. We will do so below.
75()≈1.31
Therefore, the correct answer is A.1.31 radians.
I hope this helps!
To convert degrees to radians you multiply it by
75(
Therefore, the correct answer is A.1.31 radians.
I hope this helps!