I need help on how to contruct the definite integral needed to find the area of the geometric shape of triangle.
I know that the formula for area of any triangle is A=b*h, where b is the base and h is the perpendicular height from the base to the opposite corner. In the attached picture, I can find the area using slices where the slice thickness is dy and the slice length (y/h)*b.
Now, how do I be able to contruct the integral and solve to get the formula for the area of this triangle?
Q: How can I get the result? Which is the result?
A: The given function is,
Q: Need solution to 4).d. thanks
A: (d)The limit is a point, where the function approaches the input.The limit value of the given expres...
Q: Convert the double integral into a type II double integral
A: Click to see the answer
Q: Find the average value of the function over the region R. Please refer to picture.
A: The given function is f(x,y)=e-y in the interval x belongs to [0,8] and y belongs to [0,ln2]
Q: How do you set up the line integral for y=x(6-x) boundary?
A: The vector field is given by,
Q: Hello, I need help understanding how to form a general formula, using f(x)=5 tan x, for all the sol...
A: Consider the provided function.
Q: The equation of the line tangnet to the graph of 24e^x at x=2?
A: Find the derivative of the given function.
Q: Evaluate the following integrals (a) x^5dx (b)(5^2+x^10)dx (c) (12x^5+12x^3-7)dx (d) (x^3-7-(3/x^4))...
A: You have asked a question with multiple sub parts. I will address the first three of them. Please po...
Q: 2 sec x Ay and the 2 In the figure to the right, the equation of the solid curve is y equation of th...
A: The curves are given by,