Answer:
- a. There are 10 possible ways.
- b.There are 4 ways for a round trip
- c.There are 20 ways without repeating a road.
- d. There are 100 ways of doing a whole round trip.
a. For Surrey to Burnaby there are 2 ways and for Burnaby to Coquitlam 5, multiplying the available road gives us all the combinations.
b.From Surrey to Brunaby and back we have 2 ways going and 2 ways coming back. Multiplying gives us the 4 ways of doing the round trip.
c. If we don't want to repeat the road we will be using both bridges in Surrey to Brunaby beacause there are only 2 and we cant repeat one, and of the 5 avaliable from Burnaby to Coquitlam we will choose 2, that is, first 1 of 5 and then 1 of 4. Multiplying 5 times 4 gives us the ways of going and coming back without repeating.
d. For a whole round trip we choose from the bridges from Surrey to Brunaby twice, 2*2 and the roads from Burnaby to Coquitlam also twice, 5*5, giving us a total for a round trip of 100 different ways of doing it.
Allonzo has $700
explanation: We need to find 10% or 1/10 of 7000 which is $700. Therefore Allonzo has $700
Answer:
C. Since you dont know what the variables equal the answers are infinite.
Answer:
p is less or equal to 3
Step-by-step explanation:
because atleast means almost 3 if not less