Select the letter that can be divided into symmetrical halves about the line.
A
B
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B
A
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C
D
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D
C
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Solution
The correct option is C D We have to determine the letter that can be divided into two symmetrical halves.
If two halves of the letter are mirror halves of each other, then the shape of the letter is divided into symmetrical halves. If not, then it is not symmetrical.
Letter D is symmetrical about the given line. We can check this by writing the letter D on a piece of paper and folding it along the line. Both halves of the letter will overlap each other. Hence, the given line divides the letter D into symmetrical halves.
Letter C is not symmetrical about the given line.We can check this by writing the letter C on a piece of paper and folding it along the line. Both halves of the letter will not overlap each other. Hence, the given line does not divide the letter C into symmetrical halves.
Letter B is not symmetrical about the given line.We can check this by writing the letter B on a piece of paper and folding it along the line. Both halves will not overlap each other. Hence, the given line does not divide the letter B into symmetrical halves.
Letter A is not symmetrical about the given line. We can check this by writing the letter A on a piece of paper and folding it along the line. Both halves will not overlap each other. Hence, the given line does not divide the letter A into symmetrical halves.