Given:
Alonso has total amount = $55
Cost of a package of 12 eggs = $2.75
Cost of sugar box = $11.50
To find:
The number of sugar boxes he can buy with the remaining money after buying a package of 12 eggs that cost $2.75.
Solution:
Let the number of sugar boxes he can buy be x.
Total cost of x sugar boxes = $11.50x
Total cost of x sugar boxes and a package of 12 eggs = $(11.50x + 2.75)
The total cost must be less than or equal to $55.
Divide both sides by 11.50.
So, the greatest integer value of x is 4.
Therefore, he can buy 4 sugar boxes with his remaining money.
Answer:
2pi/3
Step-by-step explanation:
Given are two complex numbers as
Thus we find that argument = 2pi/3
Answer:
457/1000
Step-by-step explanation:
Answer:
2400 coins
Step-by-step explanation:
What we should do is calculate the Least Common Multiple of 80 and 75, since each of us put together a group with this amount of coins, this way we will know the amount of coins when they are equal.
To obtain the L.C.M
you have to factor both numbers and multiply the numbers whose exponent is the highest, it looks like this:
75 = 5 ^ 3
80 = 2 ^ 4 * 5
We multiply those with the highest exponent,
5 ^ 3 = 75
2 ^ 4 = 16
75 * 16 = 1200.
L.C.M. is 1200.
Since they tell us that they have less than 2000 coins, this is the correct answer, because when assembling these groups in this way, they coincide again in 2400, which is over the limit.
So, each one has 1200 coins, in total it would be:
1200 * 2 = 2400
Between them they have a total of 2400 coins
- h(t)=-4.9t^2+19.8t+58
- Assuming for same unit length
#1
put t=0 in function
#2
It's already located
#3
#4
Count on t axis on graph
#5
Just the initial velocity and height becomes zero
New function
#6
Sam e initial velocity but height becomes zero
New function