I am having some trouble what is 85% of 1200
Answer:
75
Step-by-step explanation:
85% have been hired, so 15%, or 15 out of 100 remain to be hired. The capacity is 500 = 5×100, so 5×15 = 75 employees need to be hired.
Answer:
75
Step-by-step explanation:
total number of employees to be staffed= 500
percentage of employees already staffed= 85%
therefore % of employees to be staffed= 100-85= 15%
number of employees to be staffed= 15% of 500
=[tex]\frac{15}{100}\times500[\tex]
=75
75 employees are needed to be hired for fully staffed
In the measurement the length is the distance of start to the last point of a object or line. To draw to finding the total length for two strings the two string should be draw such that the keep end point of the 15 inches long line to the first point of the 7 inches long line as shown in the attached figure
Given information-
The length of the first string is 15 inches.
The length of the second string is 7 inches.
In the measurement the length is the distance of start to the last point of a object or line. If two lines are given with different length then keep the end point of first line to the start point of the second line and then measure for the total length.
In the given problem there is two different string. First one is 15 inches long and another one is 7 inches long.
To find out the total length of the two strings, the two string should be draw such that the keep end point of the 15 inches long line to the first point of the 7 inches long line.
Lets draw and measure this string with following steps,
The total length of two string is equal to the sum of the two string as,
Hence to draw to finding the total length for two strings the two string should be draw such that the keep end point of the 15 inches long line to the first point of the 7 inches long line as shown in the attached figure.
Learn more about the measurement of the line here;
Answer:
B.
Step-by-step explanation:
=
=
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Answer: x = 5
You can pick any number you want, as long as it's not zero. The equation x = 5 has all points on this line that have an x coordinate of 5. The y coordinate can be anything you want
Example points on this line are: (5,1) and (5,2)
Note: this is a vertical line with the slope undefined. There is no y intercept. This is not a function because it fails the vertical line test.