To calculate the total cost of dinner including a 22% tip on a bill of $82.64, calculate 22% of the bill to get the tip amount ($18.18), then add this to the bill to find the total cost ($100.82).
When you receive the bil for dinner that is $82.64 and you want to leave a 22% tip for the excellent service, you need to calculate the tip first. The formula to calculate the tip is the total bill amount multiplied by the tip rate. In this case, you would calculate 22% of $82.64, which equals to $18.18 (rounded to the nearest cent). Then you add this tip amount to your original bill to get the total cost. So, $82.64 (bill) + $18.18 (tip) = $100.82. Therefore, the total cost of the dinner including the tip would be $100.82.
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A.
They are similar.
B.
They are somewhat similar.
C.
They are different.
D.
They are identical.
Answer:
C.
They are different.
Step-by-step explanation:
Given that Alexander found the means-to-MAD ratio of two data sets to be 3.4.
Data set I has mean / mean absolute deviation as 3.4 times the data set II.
That is why the ratio = 3.4
This implies that the two data sets have different variations, and as a result different entries
They cannot be identical because ratio is not 1.
They cannot be similar as mad is higher for I data set
The only conclusion is option
C) they are different
-12
6
0
6
12
18
24
30
-30 -24 -18
B. x>-13
-6
0
6
12
18
24
30
-30 -24 -18 -12
cx<-27
6
0
6
12
18
24
30
-3024 -18 -12
X<-27
D.
+
+ +
--3026 -18
1
-12
6
0
6
12
18
24
30
Answer:
B. -13 < x
Step-by-step explanation:
Simply evaluate to arrive at your answer.
Answer:
RCD = 35°
Step-by-step explanation:
Analyzing the figure you can observe the following: Both triangles have two equal sides (the CD line and the sides of 11), as well as an equal angle (that of 90°).
When this happens, two equal sides + 1 equal angle it means that the triangles are similar, that is, the measures of their angles are the same.
The angle PCD and RCD are opposite to sides that measure the same (11), so the angle RCD is equal to the angle PCD: 35°
Answer: 35° is the answer