Find an upper and lower bound for the integral using the comparison properties of integrals.
My Work. (I'm pretty sure I've made an Error)
Integral lies between 0.5 and 1.0 (this is wrong though since it's .40)
(See attached file for full problem description with proper symbols)
Answers and working for Integration questions:
1.Integrate the following functions with respect to .
(i) sin(5 - 4)
(ii) cos(3 - 2)
2. Integrate the following functions with respect to x.
Evaluate the following integrals:
(1)The integral of (6sin[2x])/sin(x)dx=____+C
(2)The integral of (7-x)(3+[x^2])dx=____+C
(3)The integral from 3 to 7 of ([t^6]-[t^2])/(t^4)dt=____+C
(4)The integral of (6sin[x])/(1-sin^2[x])dx=____+C
D) None of the above
16. What are the values of C0 and C1 in d(t) = C1 + C0t - 16t2, if d(1) = 4 and v(2) = -65?
A) C0 = -1, C1 = 21
B) C0 = 1, C1 = -21
C) C0 = -1, C1 = 19
D) C0 = 0, C1 = 1
17. What does du equal in ∫2x(x2 + 1)5 dx?
B) 2u du
C) 2x dx
18. What is