How to find a square on a coordinate plane - SSAT Middle Level Math
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Find the area of the above square.
Find the area of the above square.
In order to find the area of the square above apply the formula: 
, where 
the length of one side of the square.
Since 
,
the solution is 
In order to find the area of the square above apply the formula:
Since
the solution is
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Find the perimeter of the square shown above.
Find the perimeter of the square shown above.
To find the perimeter of this square, apply the formula: 
, where 
the length of one side of the square.
Thus, the solution is:
To find the perimeter of this square, apply the formula:
Thus, the solution is:
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If a square has an area of 
square units, what is the perimeter?
If a square has an area of
In order to solve this problem, apply the formula 
, in order to conclude that the length of side 
must equal 
for the area to equal 
.
Once you've found the length of side 
, apply the formula 
.
Thus, the solution is 
In order to solve this problem, apply the formula
Once you've found the length of side
Thus, the solution is
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A square has an area of 
square units, what is the perimeter?
A square has an area of
In order to solve this problem, apply the formula 
, in order to conclude that the length of side 
must equal 
for the area to equal 
.
Once you've found the length of side 
, apply the formula 
In order to solve this problem, apply the formula
Once you've found the length of side
Compare your answer with the correct one above
A square has an area of 
square units, what is the perimeter of the square?
A square has an area of
In order to solve this problem, apply the formula 
, in order to conclude that the length of side 
must equal 
for the area to equal 
.
Once you've found the length of side 
, apply the formula 
In order to solve this problem, apply the formula
Once you've found the length of side
Compare your answer with the correct one above
A square has an area of 
square units. Find the perimeter.
A square has an area of
In order to solve this problem, apply the formula 
, in order to conclude that the length of side 
must equal 
for the area to equal 
.
Once you've found the length of side 
, apply the formula 
In order to solve this problem, apply the formula
Once you've found the length of side
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Find the area of the square shown above.
Find the area of the square shown above.
In order to find the area of the above square, apply the formula: 
, when 
equals the length of one side of the square.
Since, 
the solution is:
Make sure to attach "square units" to your answer!
In order to find the area of the above square, apply the formula:
Since,
Make sure to attach "square units" to your answer!
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The above square has an area of 
square units. What fraction of the area of square is in quadrant II?
The above square has an area of
To find the fraction of the entire squares area that lays in quadrant II, notice that the square is taking up an equivalent amount in each of the four quadrants. Thus, 
of the squares area is in quadrant II.
Also note that the area of the square that lays in quadrant II is 
square units, thus the problem could have alternatively been solved by reducing 
.
To find the fraction of the entire squares area that lays in quadrant II, notice that the square is taking up an equivalent amount in each of the four quadrants. Thus,
Also note that the area of the square that lays in quadrant II is
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