The side of the given figure of tangram is 8 unit long. If the top left vertex is placed on (3,4) such that
the sides of the squares are parallel to X and y axis. Write the co-ordinates of each vertex and the points
shown in the figure.
Answers
Step-by-step explanation:
where is the figure
please add figure
Given : side of the given figure of tangram is 8 unit long . the top left vertex is placed on (3,4) such that the sides of the squares are parallel to X and y axis.
To find : coordinates of each vertex
Solution:
A is the top left vertex ( 3 , 4)
AB = 8
=> B = ( 11 , 4)
AD = 8
=> D = (3 , - 4)
C = ( 11 , - 4)
A ( 3 , 4) , B = ( 11 , 4) , C = ( 11 , - 4) and D = (3 , - 4)
G is mid point of AC
=> G = ( 7 , 0)
E is mid point of A & G
E = ( 5 , 2)
H is mid point of C & G
=> H = (9 , - 2)
F is mid point of A & D
=> F = ( 3 , 0)
I is 4 unit below E
=> I = ( 5 , -2 )
A ( 3 , 4) , B = ( 11 , 4) , C = ( 11 , - 4) , D = (3 , - 4) E = ( 5 , 2)
F = ( 3 , 0) G = ( 7 , 0) H = (9 , - 2) I = ( 5 , -2 )
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