Define a kind of operation [?
a☆b=1/a+1/b 2☆3 a=2 b=3 2☆3=1/2+1/3=5/6
RELATED INFORMATIONS
- 1. If we define an operation "*": a * b = A-B / AB-1, try to find the value of 2 * (- 3 / 5) Such as the title
- 2. 2 (X-Y) + 1 / 2A & # (Y-X) factorization
- 3. Decomposition factors: (2a + b) 178; - (a-b) 178;, (X & # 178; + Y & # 178;) (X & # 178; + Y & # 178; - 4) + 4, the process is more detailed
- 4. 3a-12a^2+18a^3 Factorization
- 5. 3a^3-6a^2+12a
- 6. Calculation: (12a ^ 3-3a) / (3a) - (2a) ^ 2
- 7. 12a^6-3a^b^2
- 8. (1)√3a-(√12a+√18a) (2)√6(√1/12-√12) (3)(√3+√2)ˆ2006·(√3-√2)ˆ2006
- 9. 3A + (- 8A + 2) - (3-4A) where a = - 2 / 1
- 10. 3A * 4A = 12a ^ 2, right? If 4 * 4A = how much?
- 11. Define an operation: 2! = 2 * 1, = 3 * 2 * 1, = 4 * 3 * 2 * 1. By analogy, try to calculate 100! / 98=________ .
- 12. A new operation is defined, which stipulates: a * b = 4AB, for example, 2 * 3 = 4 × 2 × 3 (1) find the value of - 4 * 5 (2) find the value of - 2 * (- 3 * 4) Detailed process
- 13. Define a new operation: X * y = (x + 2Y) / (X-Y), then a * B × [b * (- a)]=______________
- 14. Define a new operation a $B = a + B-1, a & B = a * B-1, if x $(X & 4) = 30, x =? Everybody, hurry up
- 15. A new operation is defined, which defines a ∧ B = A2 + 2Ab, such as 3 ∧ (- 2) = 3 & # 178; + 2 × 3 is called (- 2) = - 3 1. Find the value of 2 × (- 1) 2. If 2 × (an unknown number) = 2, find the value of X 3. If - 2 *× = 2 + ×, find the value of ×
- 16. If a new operation a * b = A-B & #, then (- 5 * 3) * - 2=
- 17. Now we define the operation a ⊕ B = AB, a ⊗ B = a (1-B), then M2 ⊗ (m ⊕ n)=______ .
- 18. Define an operation in the range of rational number, the rule is: a * b = ab-b & # 178; (1) if (2x + 1) * - 3) = 0, find the value of X
- 19. Define a kind of operation with *: for rational number a, B, there is a * B = A & # 178; + ab. if (- 3) * x = 15, then the value of X is ()
- 20. Define AB = A & # 178; - B, then [(1 -) 2] (- 3)=