For reference, one full circle is 360 degrees or 2pi radians.
If we were to convert 360 degrees to radians, we could set up the following equation:
360k = 2pi
where k is a constant. By solving for k, we can find what value we must multiply any angle in degrees by to get its radian counterpart.
Divide both sides by 360:
k = 2pi/360
Reduce:
k = pi/180
So to convert an angle from degrees to radians, multiply it by pi/180. For example, 120 degrees would be:
120 * pi/180 = 2pi/3 radians
If the population mean
is 23.5 grams with a <span>standard deviation of
3.4 grams, then the margin of error of the sample mean is </span><span>0.097 grams. The correct answer between all the
choices given is the first choice or letter A. I am hoping that this answer has
satisfied your query about this specific question.</span>
<span> </span>
Answer:
For the first equation the answer for "X" will be,
if you want me to solve for y instead then the answer will be,
for the second equation the answer for "X" will be,
If you want me to solve for y instead then the answer will be,
Based on the explanation below, rounding 0.333333333 to the nearest thousand will give us 0.333.
<h3>How do we round a number to the nearest thousand?</h3>
The number 0.333333333 can be rounded to the nearest thousand as follows:
The first 3 after the decimal point is referred to as tenths.
The second 3 after the decimal point is referred to as hundredths.
The third 3 after the decimal point is referred to as thousandths, and this is our target.
Since the fourth 3 after the decimal point is less than 5, this implies that we are going to round it down and it will not change the third 3 after the decimal point.
Therefore, we have:
Rounding 0.333333333 to the nearest thousand = 0.333
Learn more about rounding here: brainly.com/question/1285194.
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