EXPLANATION
Let's see the facts:
Number of people: 25
Scale factor = 2.9
The shop would require:
Answer: the shop would requires 8.62 more times of cream cheese.
Answer:
63,960 possibilities in total.
Step-by-step explanation:
For the first number, you can choose from 41 different numbers, so there are 41 possibilities.
For the second number, you cannot choose the same as the first one, so you are now limited to 40 possibilities.
For the third number, you are down to 39 possibilities since you cannot pick the same as the first two ones.
So, you have 41 * 40 * 39 = 63,960 possibilities in total.
Picking a new combination is easy... remembering it is the hard part :-)
If you want to calculate it from a formula standpoint, the base formula would be:
Where n is the total numbers possible and r is the quantity of numbers you have to pick.
Answer:
y=-2,500x+19,000
Step-by-step explanation:
To write the equation, use y=mx+b. Look at the graph and identify m and b. b is the y-intercept and where the line crosses on the y-axis. Here it is 19,000.
To find the slope m, count the units from one point to another on the line. Identify the points on the line that go through grid line intersections. Count up/down then count right to form the ratio.
From point (0,19,000) to (2, 14,000). These points are -5,000 vertically and 2 horizontally. It forms the ratio -5,000/2 = -2,500. This is m.
So y=-2,500x+19,000
N = 16
50000(1 + 1.04 + 1.04^2 + 1.04^3 + .... + 1.04^15) = 50000 * (1.04^16 - 1) / (1.04 - 1) = 1,091,226.56
Final year's salary = 90047.17
86,583.82 * 1.04 = 90047.17
There are only 15 table when there should be 16.
a_N = 50000(1.04)^15 = 90047.17
And if we add 90047.17 to the previous total of 1001179.38 we get
$1,091,226.55
Answer:
remainder = 16
Step-by-step explanation:
It seems as if the bulk of the division has already been done, the next step is to just subtract the two binomials to get the remainder as one would in normal long division with real numbers.
-x+12-(-x-4) (original expression)
-x+12+x+4 (distribute the negative)
16 (combine like terms)
The remainder of the division would be 16.