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AllQuestion and Answers: Page 1212
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Question and Answers Forum |
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AllQuestion and Answers: Page 1212 |
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| 1) calculate ∫ (dx/((x+1)^3 (x−2)^3 )) 2) decompose the fraction F(x)=(1/((x+1)^3 (x−2)^3 )) |
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| calculate I =∫ cos^4 x sh^2 x dx |
| calculste ∫_0 ^1 x^2 ln(x)ln(1−x)dx |
| let the mstrice A = (((1 1)),((−1 0)) ) 1)calculste A^n 2) find e^A and e^(−A) 3)find sin(A) and cis(A) |
| calculate Σ_(n=1) ^∞ (((−1)^n )/(n^3 (n+1)^2 )) |
| find ∫ arctan(((1−u)/(1+u)))du |
| find ∫(1−(1/x^2 ))arctan(2x)dx |
| find ∫ ((arctan(x))/x)dx |
| ((−sinα+3cosα)/(4cosα+3sinα)) tgα=−3 pls help me sir |
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| Mr.mathmax by abdo i request you to check my process to your question 86375. |
| If ∫ (1/((x^2 +1)(x^2 +4))) dx = A tan^(−1) x+B tan^(−1) (x/2)+C, then |
| A small mass rest on a horizontal plat form which vibrates vertically in simple harmonic motion with period 0.50s. Find the maximum amplitude of the motion which allow which allow the mass to remain in contact with the platform throughout the motion |
| let f(x)=((1−x^2 )/(⌈x−1⌉)) find the domain and f ′(−(1/2)) if exist. ⌈...⌉ ceiling function |
Pg 1207 Pg 1208 Pg 1209 Pg 1210 Pg 1211 Pg 1212 Pg 1213 Pg 1214 Pg 1215 Pg 1216 |