Side MN = 6, side OM = 9, side PQ = 6, and side RP = 9. What side corresponds to side NO and can be used to show that ΔMNO ≅ ΔPQ
2 answers:
Answer:
QR is the side corresponds to side NO.
Step-by-step explanation:
SSS(Side-Side-Side) Postulates states that if three sides of one triangle are congruent to three sides of another triangle, then the two triangles are congruent.
Given: Side MN= 6 units , OM = 9 units , PQ = 6 units and RP = 9.
In triangle MNO and triangle PQR
MN = PQ = 6 units [Side]
OM = RP = 9 units. [Side]
NO = QR [Side]
Then; by SSS postulates
Therefore, the sides which corresponds to side NO is, QR .
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Hello!
We can write this as a proportion below.
As you can see, 4 is eight times 0.5. Therefore, we can multiply eighteen by eight to get our answer.
18(8)=144
Just to check, we can cross multiply and divide.
72/0.5=144
Therefore, our answer is 144 feet.
I hope this helps!
We can write this as a proportion below.
As you can see, 4 is eight times 0.5. Therefore, we can multiply eighteen by eight to get our answer.
18(8)=144
Just to check, we can cross multiply and divide.
72/0.5=144
Therefore, our answer is 144 feet.
I hope this helps!