Answer:
C = 299x + 59.99y + 29.99z
Step-by-step explanation:
An algebraic expression is an expression in which it involves the numbers like 1,2,3 also it includes the operations such as additions, subtraction, multiplication, etc
Fo mentioning an algebraic expression, we do have following components
x = number of consoles purchased
y = number of games purchased
z = number of controllers purchased
C = total cost
Also, the total cost would be equivalent to the sum of the price and then it multiplied with the numbers as stated above
So, the algebraic expression is
C = 299x + 59.99y + 29.99z
Answer:
Edgardo would use the container <u>160 times</u> to fill.
Step-by-step explanation:
Given:
Edgardo uses a container to fill the 10 gallon cooler.
If he uses a one cup container.
Now, to find the times it would take to fill the 10 gallon container.
As, the capacity of container = 1 cup.
And, the capacity of cooler = 10 gallon.
So, we use conversion factor to find the times the container to fill the cooler:
1 gallon = 16 cups.
10 gallon =
10 gallon = 160 cups.
<u><em>Thus, to fill the 10 gallon cooler 160 cups of container needed.</em></u>
<u><em>And, the container is of 1 cup.</em></u>
So, to get the times he would use the container we divide 160 by 1:
<u><em>Hence, 160 times Edgardo would use the 1 cup container to fill the 10 gallon cooler.</em></u>
Therefore, Edgardo would use the container 160 times to fill.
A=LW
103 1/8=12 1/2W
103 1/8 divided by 12 1/2
8 1/4
Given:
<span> Number of years 1 2 3
House 1 (value in dollars) 249,000 253,980 259,059.60
House 2 (value in dollars) 249,000 256,000 263,000
House 1: exponential function
House 2: linear function
House 1: f(x) = 249,000 * (1.02)^(x-1)
</span>→ f(3) = 249,000 * (1.02)³⁻¹ = 249,000 * (1.02)² = 259,059.60
House 2: f(x) = 249,000 + 7,000(x-1)
→ f(3) = 249,000 + 7,000(3-1) = 249,000 + 7,000(2) = 249,000 + 14,000 = 263,000
House 1:
f(45) = 249,000 * (1.02)⁴⁵⁻¹ = 249,000 * (1.02)⁴⁴ = 249,000 * 2.39 = 595,110
House 2:
f(45) = 249,000 + 7,000(45-1) = 249,000 + 7,000(44) = 249,000 + 308,000 = 557,000
House 1 will have a greater value than House 2 after 45 years.