계산력 문제

정답

Ⅱ. 미분

미분계수와 미분법

1. (1) [eqn: 2]	(2) [eqn: 4]	(3) [eqn: 12]	(4) [eqn: 26]

2. (1) [eqn: 1]	(2) [eqn: -3]	(3) [eqn: 2]	(4) [eqn: 4]

3. (1) [eqn: 6]	(2) [eqn: 4]	(3) [eqn: 6]	(4) [eqn: 15]

4. (1) [eqn: 2]	(2) [eqn: 12]	(3) [eqn: {3} over {8}]	(4) [eqn: -2]

5. (1) [eqn: y'=6x ^{2} -10x+4]

(2) [eqn: y'=-4x ^{3} -12x ^{2} +4x+3]

(3) [eqn: y prime =12x ^{3} +6x ^{2} -8x+1]
(4) [eqn: y prime =10x ^{4} +x ^{3} -3x ^{2} +10x-8]

(5) [eqn: y prime =-x ^{4} +2x ^{3} -x ^{2} -4]

(6) [eqn: y prime =8x ^{5} -x ^{3} +2x ^{2} -2x]

6. (1) [eqn: y'=4x-5]

(2) [eqn: y prime =-3x ^{2} +8x+2]

(3) [eqn: y prime =12x ^{3} +9x ^{2} +10x-1]
(4) [eqn: y prime =-10x ^{4} +16x ^{3} -9x ^{2} +20x-20]

7. (1) [eqn: y'=-18x ^{2} -22x+19]

(2) [eqn: y prime =-16x ^{3} +126x ^{2} -240x+169]

(3) [eqn: y prime =-18 LEFT ( -3x+5 RIGHT ) ^{5}]

(4) [eqn: y prime = LEFT ( 56x-21 RIGHT ) LEFT ( 4x ^{2} -3x RIGHT ) ^{6}]