For the formula - (- 8), the following understanding: (1) it can express the opposite number of - 8; (2) it can express the product of - 1 and - 8; (3) it can express the absolute value of - 8; (4) the result of operation is equal to 8. The number of misinterpretations is () A. 0B. 1C. 2D. 3

For the formula - (- 8), the following understanding: (1) it can express the opposite number of - 8; (2) it can express the product of - 1 and - 8; (3) it can express the absolute value of - 8; (4) the result of operation is equal to 8. The number of misinterpretations is () A. 0B. 1C. 2D. 3

Only two numbers with different symbols are opposite to each other, so (1) is correct; the product of - 1 and - 8 can also be expressed as - (- 8), so (2) is correct; the absolute value of - 8 can be expressed as | - 8 |. According to the fact that the absolute value of negative number equals its opposite number, we can know that (3) is correct; - (- 8) = 8, so (4) is correct

For the formula - (- 8), the following understanding: (1) it can express the opposite number of - 8; (2) it can express the product of - 1 and - 8; (3) it can express the absolute value of - 8; (4) the result of operation is equal to 8. The number of misinterpretations is ()
A. 0B. 1C. 2D. 3

Only two numbers with different symbols are opposite to each other, so (1) is correct; the product of - 1 and - 8 can also be expressed as - (- 8), so (2) is correct; the absolute value of - 8 can be expressed as | - 8 |. According to the fact that the absolute value of negative number equals its opposite number, we can know that (3) is correct; - (- 8) = 8, so (4) is correct