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One minus two plus five and one plus five plus one minus one plus three and four plus four and five plus two and three is equal to?
It's 47 out of 4 and 60
RELATED INFORMATIONS
- 1. If 1 / 2 of a = negative 5, the opposite number of a is? To? And the number is?
- 2. Given that a is the opposite number of 5 and B is 2 larger than the opposite number of a, how much larger is a than negative B
- 3. Negative five and positive five are a pair of opposite numbers. What is its practical significance
- 4. A and B / 5 are opposite to each other, and what is the negative reciprocal of a?
- 5. If A-3 and a + 1 are opposite to each other, then a=______ ．
- 6. If A-3 and a + 1 are opposite to each other, then a=______ ．
- 7. If A-3 and a + 1 are opposite to each other, then a=______ ．
- 8. If a and B are opposite to each other, what is a + B + 1
- 9. If A-3 and a + 1 are opposite to each other, then a=______ ．
- 10. Two is a fraction of seven fast
- 11. One plus minus two plus three plus minus four plus five plus minus six Plus 2011 plus minus 2012 plus 2013 equals
- 12. How much is one plus one plus two plus three plus four plus five plus six plus seven
- 13. What's the difference between minus 1 / 2 plus minus 2 / 3 plus minus 5 / 6?
- 14. How much minus how much is equal to 17 and opposite to each other and sum to 2
- 15. The opposite number of negative a can be expressed as (). The opposite number of negative a is equal to (). Now! 19 PM: I will raise the reward
- 16. If the opposite number of a is the largest negative integer and the opposite number of B is the smallest positive integer, then a + B=______ ．
- 17. If the opposite number of a is the smallest natural number and B is the largest negative integer, then a + (- b)=______ ．
- 18. Given a + A + A + B + B = 64, a + B + B = 56, what are a and B?
- 19. In △ ABC, a, B, C, is the length of three sides, if the square of a plus the square of B equals 25. A minus B equals 7, and C = 5, then the height of the largest side is
- 20. Given that a > 0, b > 0, a + B = 1, it is proved that (a + 1 / a) (B + 1 / b) is greater than or equal to 25 / 4