Answer:
Written in Python:
fruit_dictionary = {}
fruit_dictionary = {'apple': 'red', 'orange': 'orange', 'banana': 'yellow'}
Explanation:
First (although, not necessary), we create an empty dictionary named fruit_dictionary on line 1
Next, we populate the dictionary using the following syntax:
{key-1:value-1, key-2:value-2,......,key-n:value-n}
In this case, the entry would be:
{'apple': 'red',
'orange': 'orange',
'banana': 'yellow'}
The items on the first column (i.e. apple, orange and banana) are the keys while the items on the second (i.e. red, orange and yellow) are the values of the dictionary
To print the items in the dictionary, you can add the following line of code:
<em>print(fruit_dictionary.items()) </em>
Answer:
2.342m
Explanation:
Given
Time = 0.5 s
Height of Window = 2m
Because the pot was in view for a total of 0.5 seconds, we can assume that it took the cat 0.25 seconds to go from the bottom of the window to the top
Using this equation of motion
S = ut - ½gt²
Where s = 2
u = initial velocity = ?
t = 0.25
g = 9.8
So, we have.
2 = u * 0.25 - ½ * 9.8 * 0.25²
2 = 0.25u - 0.30625
2 + 0.30625 = 0.25u
2.30625 = 0.25u
u = 2.30625/0.25
u = 9.225 m/s ------------ the speed at the bottom of the pot
Using
v² = u² + 2gs to calculate the height above the window
Where v = final velocity = 0
u = 9.225
g = 9.8
S = height above the window
So, we have
0² = 9.225² - 2 * 9.8 * s
0 = 85.100625 - 19.6s
-85.100625 = -19.6s
S = -85.100625/19.6
S = 4.342
If 4.342m is the height above the window and the window is 2m high
Then 4.342 - 2 is the distance above the window
4.342 - 2 = 2.342m
Answer:
Computer network reduces the operation cost as it allows to share software and hardware in the network.
Answer:
a. Locate
Explanation:
Question options (obtained on the net):
a. Locate
b. Sort
c. Filter
d. Replace
Explanation:
The largest value of the weights of the dog breed in row 43 is the maximum weight of the dog breed in the row
The 'MAX' formula or the 'Autosum' tool can be used to give the largest value in a row, or column
To locate the maximum value in MS Excel, the ADDRESS and MATCH and MAX functions are combined and entered into the blank cell on the right, specifying the same range for the MAX and MATCH functions, and a '0' for the MATCH function as well as a '1' for the ADDRESS function as follows;
=ADDRESS(MATCH(MAX(A1:E1), A1:E1, 0), 1)
Therefore, to navigate to the maximum weight, Emily should use a <em>locate</em>(ing) tool navigate to the information on the spread sheet
Answer:
photoshop app that purchase with a lower price 3$ per month
