which are correct
5a ^ 2 * b - 6a * b ^ 3 * c + 3a ^ 5 is a fifth degree polynomial.
5a ^ 2 * b - 6a * b ^ 3 * c + 3a ^ 5 has a leading term of 5.
5a ^ 2 * b - 6a * b ^ 3 * c + 3a ^ 5 contains three terms.
12x - 10x ^ 5 - 7 + 3x ^ 4 is equivalent to - 10x ^ 5 + 3x ^ 4 + 12x - 7
12x - 10x ^ 5 - 7 + 3x ^ 4 has a leading term of - 10x ^ 5 .
12x - 10x ^ 5 - 7 + 3x ^ 4 has a leading coefficient of 12.
All of the statements are correct.
5a^2 * b - 6a * b^3 * c + 3a^5 is a fifth degree polynomial because the highest power of a in any term is 5.
5a^2 * b - 6a * b^3 * c + 3a^5 has a leading term of 5a^2 * b because it has the highest power of a and the highest power of b.
5a^2 * b - 6a * b^3 * c + 3a^5 contains three terms: 5a^2 * b, -6a * b^3 * c, and 3a^5.
12x - 10x^5 - 7 + 3x^4 is equivalent to -10x^5 + 3x^4 + 12x - 7 because the terms have been rearranged.
12x - 10x^5 - 7 + 3x^4 has a leading term of -10x^5 because it has the highest power of x.
12x - 10x^5 - 7 + 3x^4 has a leading coefficient of 12 because it is the coefficient of the highest power term.