Please answer and state letter
choice, will upvote
| arcsin(ln(I)) dx = In(2) a) ln(2) arcsin (In(2)) - V1 - (In(x))24 b) In (2) arcsin(In(2) . ln(2) TavI - (In(z)2 de c) O ln(x) arcsin(ln(n)) - ) Tv I – (In(z)2 47 a) O arcsin (In(a) – | In(z) _ *V1 - (ln(x)}2 dr e) arcsin In(1) V1 - (In(x)) O + ("anef ; (eorge Hoc @foܘܨ(f + ( P ܘܢ ,") +o ) ioo + ܕܡܨ(o ' t »nfoܨ,")...
A. 1 - dx x(ln x) (Hint: Let u = ln x) 2 B. v3 arctan x - dx 1+2 م 1/2 م ccosx dr [use cost on p.494 prob. 44 formula]
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4. (9 points each) Integration: 77 1 Vx(1+x)2 sinx (b) S3 -dx (6-cos x) 3 (© 1.6.-2) )dx (d) St(t – 5)ºdt (e) 56x?=+*+VX-4 dx
4. Integration: TT (a) Si Jachtvoz dx (b) sin x dx (6-cos x)3 (c) , (2-2)' (3) dx (d) St(t - 5)8dt 6x7-x*+VX-4 dx x2
Integration By Parts: Evaluate the integral. Hint: Use ſuav=UV- (v.au 1 x Inx dx 1+ln(2) In(2) O2 21n(2)
Please answer number 2 &
not number 1
Ln(x) e = x Exercises VI 1. (Bonus) Prova 2. Find the general solution. z = 7? COS (*) = 2ze (a) y + 4y (b) y + sin(x) y dy + xy dx (d) dy + 2y (e) dx (c) 2 χ 8x² cos? (x) dx ت = ay dy sin (3x) dx - Х dy = Ln(y) dy
Is Question: 13 pts Find the indefinite integral. [Vx(x+7)dx JVx(x+7)dx = 0 (Use C as the arbitrary constant.)
sin2x VX dx (find out if this integral converges or diverges) + 1)(x+2)
dx vx (x) = . | 0 Invalid input. Please enter a valid answer. dx (9x4 +15x9) dr a. fio (x) = 1 0 Invalid input. Please enter a valid answer. dx 3x +9 log (x)
dx vx (x) = . | 0 Invalid input. Please enter a valid answer. dx (9x4 +15x9) dr a. fio (x) = 1 0 Invalid input. Please enter a valid answer. dx 3x +9 log (x)
a If f(x) = e-(x-2)2 Find all the relative extreme values and inflection points of f(x). b) If y = ln(x + Vx²-1) Find: a)dy b)dy when x = 2 dx dr?