A) L and N
B) M and O
C) L and M
D) M and N
Correct Answer: D
Solution :
Total number of squares =12 Required number of squares to form \[\frac{3}{12}\] of rectangle \[=\frac{3}{12}\] of \[12=\frac{3}{12}\times 12=3.\] L and O have 3 squares together. So, parts M and N must be removed to for\[\frac{3}{12}\]of the rectangle.You need to login to perform this action.
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