Assignment:
Find an upper and lower bound for the integral using the comparison properties of integrals.
1∫0 1 /x+2(dx)
Apply the Fundamental Theorem of Calculus to find the derivative of:
h(x)= x∫2√u-1dx
Evaluate:
4∫1 (4+√x)2 / 2√¯x (dx)
Evaluate:
∫2cos2 xdx
Sketch the region bounded by the graphs of Figure and then find its area.
y= 9-x2 ,y=5-3x
Approximate the integral; n=6, by:
a) first applying Simpson's Rule and
b) then applying the trapezoidal rule.
1^?0x^4dx
Provide complete and step by step solution for the question and show calculations and use formulas.