Suppose a traveler wanted to visit a museum, an art gallery, and the state capitol building. 45-minute tours are offered at each attraction hourly from 10 a. m. through 3 p. m. (6 different hours). Solve the problem, disregarding travel time. In how many ways could the traveler schedule all three tours before 1 p. m.?

A. 3

B. 1

C. 6

D. 9

Question

Mathematics

Guest

4 December, 10:20

Suppose a traveler wanted to visit a museum, an art gallery, and the state capitol building. 45-minute tours are offered at each attraction hourly from 10 a. m. through 3 p. m. (6 different hours). Solve the problem, disregarding travel time. In how many ways could the traveler schedule all three tours before 1 p. m.?

A. 3

B. 1

C. 6

D. 9

+5

Answers (1)

Know the Answer?

Freddy · Answer 1

Disregarding the time, Let's find out how many ways could the traveler schedule all three tours before 1 p. m ...

Thus problem is asking "How many ways can the traveler interchange the places she wanna go.

M = museum

A = art gallery

S = state capitol

1. MAS

2. ASM

3. SAM

4. AMS

5. SMA

6. MSA

So the answer is 6.