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valentinak56 [21]
3 years ago
9

FREE POINTS: I need the answer and explanation very soon! Please please hurry

Mathematics
2 answers:
Lunna [17]3 years ago
5 0

Although the points do not sit exactly on integer coordinates, we can round their coordinates and say that

A \approx (10,5),\ B\approx (17,13),\ C \approx (20,5),\ D \approx (37,7),\ E \approx (55,23)

Now, remember that the first coordinate represents the number of events, and the second coordinate represents the number of stamps. So, if we want the number of events to be four times the number of stamps, we need a point whose first coordinate is four times the second.

This is the case for point C, because its first coordinate is about 20, and its second coordinate is about 5, and 20 is four times 5.

inna [77]3 years ago
4 0

Answer:

This is the case for point C, because its first coordinate is about 20, and its second coordinate is about 5, and 20 is four times 5.

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The first step to this is to subtract 7 from both sides. The +7 and -7 cancel each other out leaving you with 3x=6 then divide by 3 on each side giving you x=2.
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Mr. K has 112 feet of fencing to enclose a new garden. What is the maximum area of the garden that he can enclose?
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759 square foot garden

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L= length

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Each of the three friends will get one-sixth of the Thomas's enitre marble collection.

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Fraction of the total marble collection brought by Thomas = \frac{1}{2}

Now, Thomas divides these marbles equally among his three friends. So, each of the three friends will get one-third of the total marble collection brought by Thomas.

Fraction of total marble collection got by each friend = \frac{1}{3} \;of\;fraction\;of\;total\;marble\;collection\;brought\;by\;Thomas

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Answer:

<em>∠B is the largest interior angle of the triangle, and AC is the</em><em> largest</em><em> side.</em>

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So converse of the second property is the side opposite to the largest interior angle is always the largest side.

As ∠B is the largest interior angle of the triangle, so its opposite side which is AC will be the largest side.

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