a). Area = (length) (width)
= (60 ft) (√18 ft)
= (60 √18) ft²
= 60 √(9 · 2) ft²
= 60 (3) √2 ft²
= 180 √2 ft² (about 254.6 ft²)
b). Volume = (length) (width) (height)
= (60 ft) (√18 ft) (√10 ft)
= 60 √(180) ft³
= 60 √(4 · 9 · 5) ft³
= 60 (2) (3) √5 ft³
= 360 √5 ft³ (about 805 ft³)
Solution:
we are given that
The fairy tale spectacular is coming to town. Admission to the fair costs $32.50 and each ride costs $.80.
You have $50 to spend at the fairy tale spectacular including admission.
Suppose you took x ride, then we can write.
So the inequality can be written as below:

PartB:
Now lets solve the inequality

Hence you can take a maximum of 21 rides.
4) i believe the answer is B. angle bisector, since the line AD bisects angle BAC
5) It is R and S, and i believe the answer is C, converse of alternate interior angles theorem
hope this helps
And is C
Caitlin can eliminate $54 from Food/Clothes and $120 from Entertainment.