From the problem,
x is the number of quarts of Tuscan sauce and
y is the number of quarts of marinara sauce
We add the following variables
t as the number of tomatoes
c as the number of cups of oil
z is the total profit
The constraints are the following
x = 6t + c
y =5t + 3c
6t + 5t ≤ 45
c + 3c ≤ 10
z = 4x + 5y
where z is to be maximized
1) Let's first find how many calories a runner burns on 1 km: R=120/1.6= 75 (calories/km)
2) On 5 km he will burn: Calories=5*R=5*75= 375 (calories)
______
375 calories he would burn on 5 km.
It’s 175.5 multiply length x with x height
9514 1404 393
Answer:
Step-by-step explanation:
A Hamiltonian circuit uses each vertex once and only once. (may repeat edges)
An Euler circuit uses each edge once and only once. (may repeat vertices)
Your awnser is : x= 8+5a/a+b
