How many compulsory courses should I study in the semester of higher education?
Mathematics, English and Chinese compulsory 3, 4
Chemistry compulsory 2
Physics compulsory 2 + elective 3-1
RELATED INFORMATIONS
- 1. Given that the constraint condition x − 2Y + 7 ≥ 04x − 3Y − 12 ≤ 0x + 2Y − 3 ≥ 0 is satisfied, then the minimum value of Z = x2 + Y2 is 0______ .
- 2. Sum: SN = 1 * 2 * 3 + 2 * 3 * 4 + +n(n+1)(n+2)
- 3. Sum: SN = (1 / 2) + (3 / 2 ^ 2) + (5 / 2 ^ 3) +... + [(2n-1) / 2 ^ n] It seems to be a process of seeking hope by subtracting dislocation
- 4. Summation formula of second order arithmetic sequence Not the nth term
- 5. Algebraic calculation of summation formula of equal ratio sequence Formula s = A1 (1-Q ^ n) / 1-Q Suppose the sequence is 1,4,8,32128 A1 = 1, common ratio q = 4, isn't that a negative number?
- 6. Excel. Number sum, the number is the text format. How to become conventional. And then sum? Text can not sum!
- 7. Rookies turn to math problems Why does equation 2 (a + 1) x ^ 2 + 4ax + 2a-1 = 0 have only one real root?
- 8. Very basic and novice mathematical problems A * b = 144 and a = 2B
- 9. Second order arithmetic summation formula I've just been in the first grade of senior high school, and I don't know anything about it. Can you tell me the general formula for the summation of second order arithmetic? Another topic is: known, the general term formula F (n) = 12n ^ 2-12n + 3 Find f (1) + F (2) + F (3) + +f(500).
- 10. By analogy with the definition of equal difference and equal ratio sequence, the general term formula and summation formula of equal product sequence are derived from the definition
- 11. Mathematics problems of compulsory five in senior one Let the opposite sides of the inner angles a, B and C of the acute triangle ABC be a, B and C respectively, and a = 2bsina (1) Find the size of ∠ B (2) If a = 3 √ 3, C = 5, find B If I'm not wrong, the first question B is 30 degrees?
- 12. I would like to ask you ∞Σ n = 0 (- 1) ^ n * (n ^ 2-N + 1) / 2 ^ n sum and ∞Σn = 1 2 ^ n / (3 ^ n (2n-1)) sum
- 13. Proof: for any positive integer n, (2n + 1) & sup2; - 1 must be divisible by 8
- 14. If n is a natural number, can you explain why the value of n (2n + 1) - 2n (n-1) must be a multiple of 3?
- 15. 1 / M + 1), 2 / M + 2),. M / M + 1 I don't understand the answer
- 16. A problem of summation of mathematical sequence in Senior High School Sum: SN = (1 / 1 × 3) + (4 / 3 × 5) + (9 / 5 × 7) + +Square of N / (2n-1) (2n + 1)
- 17. Sum of the first n terms of a sequence Given an = 1 / (4N + 1) (4N-1), find SN
- 18. The sum of the first n items of high school mathematics sequence The leading formula is 2n + 1-3 ^ n / 2 ^ n. help to find the sum of the first n terms of the leading formula. Thanks. (n > 1)
- 19. Sum of sequence (1 / 1 * 3) + (1 / 3 * 5) + (1 / 5 * 7) +... + (1 / (2n-1) (2n + 1)) ( 1/1*3)+(1/3*5)+(1/5*7)+...+(1/(2n-1)(2n+1)) The final answer is the original
- 20. Note CN = an × BN, find the first n terms and TN of sequence {CN}, online and so on! an=4n-11 bn=2^n-1