If we define the power a of a ⁃ B = 10, the power B of * 10, and the power B of a ⁃ B = (the power a of 10), we calculate the values of the following formulas （1）、（4※3）×（2☆5）；（2）、（3※5）×（6☆3） Given the square of (a + 1) + | B-2 | + (1 / 2 + C) = 0, find the value of the cube of (- 2 / 3a, the square of C) and (4 / 3a, the square of C) × (- A, the square of B) | Math enthusiast | Mathematical art

If we define the power a of a ⁃ B = 10, the power B of * 10, and the power B of a ⁃ B = (the power a of 10), we calculate the values of the following formulas （1）、（4※3）×（2☆5）；（2）、（3※5）×（6☆3） Given the square of (a + 1) + | B-2 | + (1 / 2 + C) = 0, find the value of the cube of (- 2 / 3a, the square of C) and (4 / 3a, the square of C) × (- A, the square of B)

(1) (3) × (2 [5); = 10 ^ 4 * 10 ^ 3 * (10 ^ 4) ^ 3 = 10 ^ 7 * (10 ^ 12) = 10 ^ 19 (2); (3 * 5) × (6 [3) = 10 ^ 3 * 10 ^ 5 * (10 ^ 3) ^ 6 = 10 ^ 8 * (10 ^ 18) = 10 ^ 26 second question: known (a + 1) square + | B-2 | + (1 / 2 + C) square = 0, a + 1 = 0, B-2 = 0 1 / 2 + C =

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