Question
The measure of 
is ______.
- 33°
- 45°
- 12°
- 90°
The correct answer is: 45°
given that all the sides of the figure are equal we need to find the
The angles of a square are right angles.
The angles opposite to equal sides are equal.
In ΔFGH, since the sides of a square are equal (FG = GH), so, 
Using the properties of square we find that the ∠GHF is 45°
Related Questions to study
If each side of the photo frame is 27 cm, then the perimeter of the frame is ______ cm.
Using the properties of square we find that the perimeter of the square photo frame is 108 cm
If each side of the photo frame is 27 cm, then the perimeter of the frame is ______ cm.
Using the properties of square we find that the perimeter of the square photo frame is 108 cm
If NX = 6 cm, the measure of each side of square ABCO is ________.
Using the properties of square we find that the sides of square ABCO are 12 cm
If NX = 6 cm, the measure of each side of square ABCO is ________.
Using the properties of square we find that the sides of square ABCO are 12 cm
If ABCD is a square, the measure of 
is _____.
Using the properties of square we find that the ∠PCD is 27°
If ABCD is a square, the measure of is _____.
Using the properties of square we find that the ∠PCD is 27°
If MNOP is a square, then find the perimeter of triangle MNG.
Using the properties of square we find that the perimeter of triangle MNG is 22 cm
If MNOP is a square, then find the perimeter of triangle MNG.
Using the properties of square we find that the perimeter of triangle MNG is 22 cm
If the length of each diagonal of the square DEFG is 18 cm, what is the perimeter of square DHGK?
using the property that diagonals of a square are congruent and bisect each other we find that the perimeter of the square DHGK is 36 cm
If the length of each diagonal of the square DEFG is 18 cm, what is the perimeter of square DHGK?
using the property that diagonals of a square are congruent and bisect each other we find that the perimeter of the square DHGK is 36 cm
If JKLM is a square, find the value of k.
Therefore using the angle property of square we find the angle of k is 8°
If JKLM is a square, find the value of k.
Therefore using the angle property of square we find the angle of k is 8°
In the square EFGH, find the measure of 
.
Using the sum of angles property in a square we find the ∠OFE is 60°
In the square EFGH, find the measure of .
Using the sum of angles property in a square we find the ∠OFE is 60°
The measure of 
is ____.
Therefore the value of angle S is 97
The measure of is ____.
Therefore the value of angle S is 97
For what values of k is DUTY is a rectangle?
Therefore the value of k is 10/3
For what values of k is DUTY is a rectangle?
Therefore the value of k is 10/3
Find the measure of 
if WXYZ is a square.
The angle ∠XYV=58° obtained by subtracting the ∠VYZ from total angle.
Find the measure of if WXYZ is a square.
The angle ∠XYV=58° obtained by subtracting the ∠VYZ from total angle.
If SOAP is a square, then the length of diagonal OP is _______.
As we know diagonals of square are equal so we compared the given diagonals and obtained the value of x.
If SOAP is a square, then the length of diagonal OP is _______.
As we know diagonals of square are equal so we compared the given diagonals and obtained the value of x.
Find the perimeter of the board if each side is 1.2 m long.
The perimeter of the board=4.8m
Find the perimeter of the board if each side is 1.2 m long.
The perimeter of the board=4.8m
What is the value of p?
The value of p is 3.
What is the value of p?
The value of p is 3.
What is the measure of 
if PQRS is a rectangle?
Therefore, angle of ∠RPQ=43°.
What is the measure of if PQRS is a rectangle?
Therefore, angle of ∠RPQ=43°.
If PQRS is a rhombus, then the value of k is _________.
Therefore, the value of k is 
If PQRS is a rhombus, then the value of k is _________.
Therefore, the value of k is
