I'm pretty sure it should be B)
Answer:
Either way you can in 144 ways.
Step-by-step explanation:
According to the statement we have 3 flowering shrubs and 3 flowerless shrubs.
We name them as follows:
S = flowering shrub
N = non flowering shrub
Now the only pattern in which these bushes can be arranged alternately as follows:
N-S-N-S-N-S-N
Therefore, to calculate the number of forms it would be:
Number of shapes: 4 * 3 * 3 * 2 * 2 * 1 * 1 = 144
Which means there are 144 ways.
Now if we organize them in a circle in the same way
again it would be the same number of ways to organize them: 144 ways.
This is because the nun's last blooming shrub is left outside.
There are a many ways to solve this question, but this is the easier way:
60/x = 24/13
780 = 24x
32,5 = x or x = 32,5
Answer:
70 words per minute (wpm)
Step-by-step explanation:
140 divided by 2
