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Is the absolute minimum zero? The rational number includes zero? Let A be the smallest natural number, B be the inverse number of the largest negative integer, and C be the rational number with the smallest absolute value. Is the absolute minimum number zero? The rational number includes zero? Let A be the smallest natural number, B be the opposite number of the largest negative integer, and C be the smallest rational number with absolute value, then the sum of A, B, and C is ()
A :0 B:1 C:0
So the answer is 1.
If the 4a+b the 4a+bth power y of the monomial -3x and the a+bth power of the 3rd power y of the 1/3x are the same, then the product of the two monomial If the 2nd power of the 4a+bth power y and the a+bth power of the a+bth power of the 3rd power y of the 1/3x are the same, then the product of the two monomial If the 4a+bth power y of the monomial -3x and the a+bth power y of the third power y of the 1/3x are the same, then the product of the two monomial
4A+b=3,
A+b=2
A =1/3
B =5/3
The product of these two monomials =-x^6y^4
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