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You don't want to mess with this guy's sleeping hours or else you will suffer a nasty battle. Help Hobo unleash an all-out brawl in the city here in Hobo! Hobo 5 Space Brawl. 88% 6,527,886 plays Hobo 6 Hell Game. 89% 4,407,041 plays Hi there! Did you know there is a Y8 Forum? Join other players talking about games. Hobo is the first instalment of this fun fighting game. You take control of a hobo and must fight your way through the streets! Don't let anyone boss you around or mistreat you - if they try to then use your super strength to punch and kick them into oblivion! Your hobo has a range of different fighting moves so try to use them all to defeat your enemies. For example, to do1/5 -2/3 do 2/3 -1/5 to get 7/15 and read the answer as -7/15 A reduced fraction is a common fraction in its simplest possible form. To get this, both the top and bottom numbers of the fraction are divided by the SAME NUMBER, and this is repeated if necessary until it is impossible to do so anymore. For example, to reduce 150/240.
What is Midpoint?
Midpoint would be the location where you cut it in half to make two equal four-inched pieces e.g. Half of an eight inch pizza would be four inches so its midpoint will also be four. Calculation of midpoint is same like as we calculate the average of two numbers by adding together and dividing by two.
Midpoint of a Line Segment
Now we extend this thinking to filling the midpoint of a line segment that connects two points by finding the point. If you want to find the exact mean value, try Mean Calculator.
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That point is directly in the middle of the line segment such that it cuts it into two congruent halves. In this case, you have line segment JK and point M is directly in the middle. So, JM is ½ and KM is the other half. They are both congruent.
$$JM = KM$$
Midpoint calculator supports to calculate the middle of any two points A and B on a line segment. Actually midpoint calculator uses coordinates of two points as like $$A(xA,yA)A(xA,y A)$$ as well as $$B(xB,yB)B(xB,y B)$$x horizontally and y in parallel
Now let’s discuss about midpoint calculator briefly how its mechanism works. To learn about the significant values and to calculate these, use Sig Fig Calculator.
What is the Midpoint Formula?
Now, we are going to be concerned with finding midpoints on the coordinate plane. So we want to think of a midpoint as a location with XY (x,y) coordinates and our tool here for finding the midpoint is going to be the midpoint formula
$$ (xm, ym) =({x^1+x^2over 2},{y^1+y^2over 2})$$
(xm, ym) means coordinates of the midpoint
(x1, y1) means coordinates of the first point
(x2, y2) means coordinates of the second point
Midpoint or endpoint calculator deals with finding the mid value. It will not find the distance of a value, as the distance is not required for its working. If you need to find the distance formula, try Distance Formula Calculator to find the exact value.
So let’s go ahead and learn how to use it.
Example 1
In this example we will know about that how to find midpoint.
AB has endpoints at (7, 3) and (-5,5). Plot point M the midpoint of AB.
In this example, we want to find the midpoint of AB and it’s giving us the coordinates (x, y) of both endpoints. So let’s start by plotting those endpoints A at 7, 3 and B at -5, 5 and then constructing line segment will be AB.
So, we want to find the midpoint of this line segment. Again we want to find the x,y coordinate, that is directly in the middle of this line segment. Such that it cuts it into two congruent halves pieces.
Here Coordinates of A are (7,3) and B (-5,5) so, now substitute the right values into the midpoint formula. Now end points A and B are just XY coordinates.
Since, (7,3) (-5,5) here in first point 7 is x1 and 3 is y1 while in second point -5 is x2 and 5 is y2.
$$=({x^1+x^2over 2},{y^1+y^2over 2})$$
By putting values in midpoint formula
$$=({7+(-5)over 2},{3+5over 2})$$
$$=({2over 2},{8over 2})$$
$$=(1,4)$$
Hobo 1 2 3 4 5 6 Y 7 De La Constitucion Mexicana
So by using those endpoints in the midpoint formula we have found the coordinates of the midpoint of the AB at 1, 4
So the midpoint formula calculator works right according the same way.
Example 2
TN has a midpoint at (-3, -4) if T has coordinates (-6, -9), find the coordinates of N.
This example is more advanced than the first example. Here is a question not asking us how to find midpoint it’s giving us the midpoint of TN at -3, -4. It is also giving us the coordinates of one of the endpoints. This case T with coordinates -6, 9 and what we have to find is the coordinates of the other endpoint N so let’s visualize what’s going on here.
We know where the center of the line segment is and we know one of the end points. We want to find the other endpoint.
Here, T (-6, -9) N (? , ?)
As: (-6 is x1, -9 is y1) so by putting values in midpoint formula.