Jazzy4real
15.01.2020 •
Mathematics
Which point could be on line that is parallel to line kl and passes through point m?
(-10,0)
(-6,2)
0,-6)
(8,-10)
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Ответ:
Step 1
Find the slope of the line KL
we know that
The formula to calculate the slope between two points is equal to
we have
substitute the values
Remember that
If two lines are parallel . then their slope are equal
we are going to calculate the slope of the line between point M and the different points. If the slope is equal to the slope of the line KL, then the point could be on line that is parallel to the line KL and passes through the point M.
Step 2
Find the slope of the points
substitute the values in the formula
The slope of the line MA is not equal to the slope of the line KL
therefore
The point A could not be on line that is parallel to the line KL and passes through the point M
Step 3
Find the slope of the points
substitute the values in the formula
The slope of the line MB is not equal to the slope of the line KL
therefore
The point B could not be on line that is parallel to the line KL and passes through the point M
Step 4
Find the slope of the points
substitute the values in the formula
The slope of the line MC is not equal to the slope of the line KL
therefore
The point C could not be on line that is parallel to the line KL and passes through the point M
Step 5
Find the slope of the points
substitute the values in the formula
The slope of the line MD is equal to the slope of the line KL
therefore
The point D could be on line that is parallel to the line KL and passes through the point M
the answer is
Ответ:
Perimeter P=2x+ (128/x)
Step-by-step explanation
Area = L*W
Perimeter = 2L + 2W
one side is x meters
area = 64 sq.inches
the other side will be 64/x.
the perimeter P = 2L+2W
P= 2x+ (2*64/x)
P=2x+ (128/x)