Asked by anonymous
Use the diagram below for the following question.
P(2,1), Q(11,1), and R(8,7)
M and N are the midpoints ofandrespectively.
Find MN and PQ.
How do these lengths compare with each other?.
(its a triangle)
P(2,1), Q(11,1), and R(8,7)
M and N are the midpoints ofandrespectively.
Find MN and PQ.
How do these lengths compare with each other?.
(its a triangle)
Answers
Answered by
Anonymous
tryin to figure that one out too
Answered by
Anonymous
P(2,1), Q(11,1), and R(8,7)
M and N are the midpoints ofandrespectively.
Find MN and PQ.
How do these lengths compare with each other?.
M and N are the midpoints ofandrespectively.
Find MN and PQ.
How do these lengths compare with each other?.
Answered by
Anonymous
PR
(2+8)/2,(1+7)/2
10 8
10/2=5
8/2=4
QR
(11+8)/2,(1+7)/2
19 8
19/2=9.5
8/2=4
PQ
(2+8)/2,(1+7)/2
10 8
10/2=5
8/2=4
QR
(11+8)/2,(1+7)/2
19 8
19/2=9.5
8/2=4
PQ
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