Q 5 please Q1Q2Q3Q4Q5Q6Q7Q8Q9Q10Q11Q12Q13Q14Q15The trigonometric substitution to evaluate the integral f√16-xdx is:A) x = 4 singB)x= 16 sineC) x = 16taneD) x = 4seceThe sequence -A) strictly increasingC) eventually strictly increasingisn=0The sequence L3n+1)A) increasingThe value Stmo, IsA) 4k#1A) Diverge700(5K)isB) strictly increasingB)1-1//2) = A) 1²/(k+2)Which of the following series is converges1Α) ΣΤ3k-1Β) Σκοτ 3k24If limu, #0 then the series ΣukA)Converge Absolutly3kΣ(-1) ²The interval of convergent forFind (3 sin(x)) is:dxA) (-3,3)The radius of convergent forB) strictly decreasingD) eventually strictly decreasingB) -3,3)The value of lim(e*+x)The domain of f(x)=B)3B) DivergeIn(1-x²) isC) decreasingC) 3C) Σ.,(-1)*C) 0⁰D) strictly decreasingB) absolutely convergeC) absolutely divergecan be tested by: (A) geometric series test (B) Ratio Test(+1)(x-5)*k!B) 00C) 1D) 2A)-3cos(x) sin(x) B) 3 sin(x) cos x In(3) C) -30In(3) sin(x) D) 3-D)C) (-3,31A) 0D) divergeD) 1masC) Converge D) Conditionally Converge+D) conditional converge(C)p-series (D) Root TestIf Sn=4+ is the nth partial sum for the infinite series Era, find the value of anB)-c)-A) 2D) -3,31DB) eC) e*D) e²A) (-1,1) B)(1, 0) () (-∞, -1) D) (-, -1) U (1)

Question

Q 5 please Q1Q2Q3Q4Q5Q6Q7Q8Q9Q10Q11Q12Q13Q14Q15The trigonometric substitution to evaluate the integral f√16-xdx is:A) x = 4 singB)x= 16 sineC) x = 16taneD) x = 4seceThe sequence -A) strictly increasingC) eventually strictly increasingisn=0The sequence L3n+1)A) increasingThe value Stmo, IsA) 4k#1A) Diverge700(5K)isB) strictly increasingB)1-1//2) = A) 1²/(k+2)Which of the following series is converges1Α) ΣΤ3k-1Β) Σκοτ 3k24If limu, #0 then the series ΣukA)Converge Absolutly3kΣ(-1) ²The interval of convergent forFind (3 sin(x)) is:dxA) (-3,3)The radius of convergent forB) strictly decreasingD) eventually strictly decreasingB) -3,3)The value of lim(e*+x)The domain of f(x)=>B)3B) DivergeIn(1-x²) isC) decreasingC) 3C) Σ.,(-1)*C) 0⁰D) strictly decreasingB) absolutely convergeC) absolutely divergecan be tested by: (A) geometric series test (B) Ratio Test(+1)(x-5)*k!B) 00C) 1D) 2A)-3cos(x) sin(x) B) 3 sin(x) cos x In(3) C) -30In(3) sin(x) D) 3-D)C) (-3,31A) 0D) divergeD) 1masC) Converge D) Conditionally Converge+D) conditional converge(C)p-series (D) Root TestIf Sn=4+ is the nth partial sum for the infinite series Era, find the value of anB)-c)-A) 2D) -3,31DB) eC) e*D) e²A) (-1,1) B)(1, 0) () (-∞, -1) D) (-, -1) U (1)

Accepted Answer

We have to evaluate:
∑k=1∞1k+2-1k+3

Q5 -(-) = A) fallaudng series is converges B)3 G 8 D) 1