Find the minimum number of straight
lines required to make the given figure.
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Answer:
The correct answer is 14
Step-by-step explanation:
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Given,
A figure and four options.
To find,
The minimum number of straight lines is required to make the given figure.
Solution,
We can solve this problem by the following steps-
Let ABCD be a square and there are 4 straight lines. (4)
PQRS is also a square and it has 4 straight lines. (4+4= 8)
AC and BD are diagonals of square ABCD and they are straight lines. (4+4+2=10)
PR and QS are the diagonals of square PQRS. (4+4+2+2=12)
EF and GH are other straight lines of this figure. (4+4+2+2+2=14)
Now, the straight lines are=
AB, BC, CD, DA,
PQ, QR, RS, SP,
AC, BD,
PR, QS
EF and GH
Thus, the minimum number of straight lines required to make the given figure is 14.
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