Si tiene 80 cm de altura mier 800 milímetros de altura
Answer:
Height = 5
Minimum number of vertices in a binary tree
whose height is h.
So, there must be At least one node at each of first h levels.
Minimum number of vertices = h
So, Minimum number of vertices of height 5 is 5
The maximum number of nodes in a binary tree of height h =
Substitute h = 5
The maximum number of nodes in a binary tree of height 5 =
The maximum number of nodes in a binary tree of height 5 = 63
So, the maximum number of vertices in a binary tree with height 5 is 63
Answer:
See below.
Step-by-step explanation:
He could have started with the next prime number after 2 - that is 3.
This just changes the order of the numbers in the diagram. The number of primes will not change, just the order.
Answer:
D.) Median for both bakeries because the data is not symmetric
Step-by-step explanation:
You can compare box-and-whisker plots for the two bakeries
.
Neither bakery has a normal distribution.
The median for Bakery A is not in the middle of the box.
Rather, it cuts the box into two unequal parts, so the data does not have a normal distribution.
The longer part is below the median, so the data are skewed to the bottom.
Similarly, the data for Bakery B are skewed to the top.
The values in the tails pull the mean down for Bakery A and up for Bakery B, so it is better to describe the centres of distribution in terms of the medians.
Answer:
Step-by-step explanation:
If the mean of 15 students is 71.5, then total score = 15 X 71.5 = 1072.5
The median score is 62, meaning that, the combined score of two students = 62 X 2 = 124
The difference of 1072.5 and 124 = 948.5, this represents the total score of 13 other students
∴ The mean score of 13 students = 948.5/13 = 73
In conclusion, it was only very few students that took the exam and majority of other students absconded from the exam. Majority of students scored averagely above 70.