Answer:
50 in
Step-by-step explanation:
We are given that
S and E are the midpoints of AB and AM.
We have to find the perimeter of triangle BAM by using the properties of midsegments.
EM=9 in
SE=7 in
E is the midpoint of side AM.
Therefore,EM=AE=9
AM=AE+EM=9+9=18 in
S is the mid-point of AB therefore,
AS=SB
By mid- segment theorem
SE is parallel to BM and
Triangle angle sum property
Angle AMB=
AB=AM ( Sides which make equal angles are equal)
AB=18 in
Perimeter of triangle= Sum of all threes sides
Perimeter of triangle BAM=AB+BM+AM
Substitute the values then we get
Perimeter of triangle BAM=18+14+18=50 in
Answer:
The data is qualitative.
Step-by-step explanation:
The data is qualitative because they can only be classified into the four categories and they cannot be measured on a numerical scale. Therefore, we know the data is qualitative.
The GCF is 2
Hope this helps!
I don't know what numbers you want me to order from great to least, but a example is 1,510, 964, 478, 219, 96, 57, 35, 10, 9, 4, 3,