Yes, Melissa is correct, because the difference between the means is larger than the sum of the variabilities.
We know that, for 25 samples of each book, we have:
Book mean median MAD
Geography 48.9 41 9.2
Math 34.5 44 1.9
The claim, is that "the geography book as more words per page"
Notice that even if we subtract the mean standard deviation from the mean in the geography case:
48.9 - 9.2 = 39.7
And we add these in the math case:
34.5 + 1.9 = 36.4
So, even considering the variability, the geography book has more words per page. The value in the geography case is still larger, so, only with this, we conclude that her claim is valid.
If you want to learn more about means, you can read:
θ=−7π/6
The rectangular form of the polar equation is:
Mathematical formulations known as polar equations show the connections between locations in a polar coordinate system. In a polar coordinate system, a point's distance from the origin serves as its definition.
To convert a polar equation into a rectangular form, we can use the following formulas:
In this case, the polar equation is .
Using the conversion formulas, we can substitute the value of θ into these equations:
Evaluate the trigonometric functions and .
Substituting these values back into the equations:
To learn more about polar equations follow
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Answer:
the answer is y= 0.5774xstep by step explanation
To find the measure of each angle, assume the measure of one angle is x degrees. The other angle measures 56° less than the measure of its complementary angle. Solve the equation to find the measures of the angles.
To find the measure of each angle, let's assume the measure of one angle is x degrees.
According to the problem, the other angle measures 56° less than the measure of its complementary angle, which means it is 90 - x - 56 = 34 - x degrees.
Since two angles are complementary, their sum should be equal to 90 degrees.
Therefore, x + (34 - x) = 90.
Solving the equation, we get x = 28 degrees and 34 - x = 34 - 28 = 6 degrees.
So, the measure of each angle is 28 degrees and 6 degrees, respectively.
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as well as x-2y=0 in slope intercept form