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Lerok [7]
4 years ago
11

Which is the graph of 4x-8y<=9

Mathematics
1 answer:
malfutka [58]4 years ago
3 0

Given inequality is 4x-8y\le9

Now we need to find the graph of 4x-8y\le9.

Which can be done into two parts:

First graph the line 4x-8y=9 then shade the graph for inequality sign \le


Graph the line 4x-8y=9

we can plug any number for x say x=0 to find the y-value

4x-8y=9

4*0-8y=9

0-8y=9

-8y=9

y=\frac{9}{-8}

y=-1.125

Hence first point is (0,-1.125)


Similarly we can plug y=0 then solve for x

4x-8y=9

4x-8*0=9

4x-0=9

4x=9

x=\frac{9}{4}

x=2.25

hence 2nd point is at (2.25,0)

Now graph both points and join them by a straight line.

Since used inequality is \le so we use solid line not the dotted line.


Shading the graph:

we can pick any test point which is not on the line 4x-8y=9 say (0,0) then plug into original problem to see if that point satisfies the original problem or not.

4x-8y\le9

4*0-8*0\le9

0-0\le9

0\le9

Which is TRUE.

TRUE means shade in direction of test point otherwise we graph in opposite direction of test point.

Now final graph will look like the graph attached below:


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NO LINKS!!!<br><br>Make a flowchart to show the two triangles are similar. ​
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Answer: The flowchart is shown below.

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Each box is a different statement. The reason for the statement is provided below the box. The arrows on the flowchart direct the flow of how the proof is laid out. Typically the flow is left to right, top to bottom, or a mix of both. This is to match the reading order of many western countries. Though I would imagine the flow is reversed for countries that read from right to left.

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In this case, we start off with MN and KL being parallel line segments. This is shown by the arrows on MN and KL. Because the segments are parallel, we then can determine these two facts:

  • angle MNJ = angle KLJ
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Both of those will have the reasoning of "corresponding angles theorem"

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If you're curious what app I used to make the flowchart, the app is called "LucidChart". They have 3 options: 1 free and the other 2 are paid versions. I went with the free version and it worked just fine. But it's up to you which you prefer most.

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