Answer:
PQRS and TUVW are similar.
Step-by-step explanation:
We are give two polygons.
Sides of first polygon are :
PQ = 8 ft
QR= 13ft
RS = 8ft
PS = 13ft.
Sides of second polygon:
TW = 2.4 ft
TU = 5.2 ft
UV = 2.4 ft
VW = 5.2 ft.
We can see that PQRS and TUVW are parallelograms.
Note: <em>If an angle of a parallelogram is equal to an angle of another parallelogram then parallelograms would be similar.</em>
We can see that <Q ≅ <T = 120°.
<h3>Therefore, PQRS and TUVW are similar.</h3>
b becuces you add the dived
Answer:
First, we compare the given numbers using a place value chart. Since I don't have one of those, we won't be using a guide.
<u>7.92</u>
<u>8.055</u>
<u>7.9</u>
<u>7.98</u>
<u>8.072</u>
<u>8.027</u>
Comparing those, this order is the correct arrangement from least to greatest:
<u>7.9</u>
<u>7.92</u>
<u>7.98</u>
<u>8.027</u>
<u>8.055</u>
<u>8.072</u>
~Hope this helps~
Answer: Plug in each of the ordered pairs into the equation to obtain the answer
Step-by-step explanation:
