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Anton [14]
2 years ago
8

HELP QUICK PLEASE In parallelogram JKLM, angle J is 35 degrees. Find angle . M

Mathematics
1 answer:
frutty [35]2 years ago
4 0

The angle M of the parallelogram is; ∠ M = 145°

<h3>What are angles in a parallelogram?</h3>

In a parallelogram, there are four angles with angles on the same line summing up to 180°.

Now, we are told that angle J is 35°. But angle M is on the same line as that of angle J and as such;

∠J + ∠ M = 180°

35° + ∠ M = 180°

∠ M = 180° - 35°

∠ M = 145°

Read more about angles in a parallelogram at; brainly.com/question/11627202

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Answer:

<h3>50m</h3>

Step-by-step explanation:

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Note that when the scale was 1:7, syla multiplied the width by a factor of 7 i.e 5*7 = 35m

If syla changes the the scale to 1 cm : 10 m for the rectangle, then the width of the shorter side will be multiplied by a factor of 10 due to the change in scale i.e;

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Consider the segment AB with A positioned at (6,2). The midpoint of AB, M is located at (5, -3). What are the coordinates of poi
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I didn't "do the math" yet at all, but draw it out on an X,Y axis...  Thinking about it logically...  If point A is in the upper right quadrant of the axis, because both X and Y coordinates are positive numbers, so you go right on the horizontal axis and up on the vertical axis...  Then the midpoint is in the lower right quadrant of the due to the X coordinate being a positive, thus you go right on the horizontal axis, but the Y coordinate is a negative, so you go down vertically... So point B cannot be above both the midpoint or point A, ruling out (7,7) and (4,5) as both Y coordinates of those answers (7 or 5) are higher than point A's Y coordinate of 2...  B would have to be below point A because the midpoint is below point A with a Y coordinate of -3... So this leaves either option (5,-0.5) or option (4,-8)...  However....  While (5,-0.5) has a lower Y coordinate than point A with -0.5, its Y coordinate is above the Y coordinate of the midpoint as well, since -0.5 is above -3...  So this doesn't jive as point B cannot be between point A and the midpoint to point B...  This logically leaves (4,-8) left to be the answer...  And if you drew on an X,Y axis the coordinates (6,2) as well as (5,-3) and (4,-8), then connect the dots, you'd find (5,-3) sits about half ways between (6,2) and (4,-8)...

So (4,-8) is probably the answer...

The best way to come to this conclusion mathematically is finding the slope (rise over run) of point A and the midpoint between point A and point B, then continuing the slope down, etc...  But this particular question with the multiple choice answers ruled all but 1 answer out...

To find the slope you take rise over run, which is the Y of the 2nd coordinate minus the Y of the 1st coordinate, divided by (or over) the X of the 2nd coordinate minus the X of the 1st coordinate....

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So.... The 2nd coordinate's Y value is -3, and the 1st coordinate's Y value is 2...  Subtract 2 from -3, and you get -5...

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Or visually... ( -3 - 2 ) / ( 5 - 6 ) which is -5 / -1...  Since both sides are negative, that's the same as 5 / 1... which is 5 vertical steps (rise) for every 1 horizontal step (run), or a slope of 5...

So add the slope rise of 5 to the Y coordinate of the midpoint, -3, and you get 2, which is the Y coordinate of point A...  And add slope run of 1 to the midpoint X coordinate, 5, and you get 6, the X coordinate of point A...  Now subtract the slope rise of 5 from the midpoint, -3, and you get -8...  So that tells you that point B has to have a Y coordinate of -8....  And now subtract the slope run of 1 from the midpoint X coordinate, 5, and you get 4...  The X coordinate of point B...  Giving you a point B coordinate of (4,-8)...

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