lim Vre 2 1/2

Q: and

A: We will find the value of x.

Q: 10, elseunére Y= amount ok pollutant Per Sample callected a buve the Stack Wthout the cleaning devie…

A: Given  fy1,y2=1   , 0≤y1≤2 , 0≤y2≤1 , 2y2≤y10   ,  elsewhere

Q: For the Max Y isnt 70 and for the mim the Y isn't right.

A: The given function is fx=20x3-30x2-120x+10 on the interval -2, 3. We have to find the absolute…

Q: Suppose z is a function of x and y, and csc Vr² + yz = z"esin. Solve for dz and

A: A multivariable function is a rule that connects two or more variables. The partial derivative of a…

Q: For x> 0, 음 S"규E dt = Itt? %3D

A: For x>0, we need to find ddx∫1x11+t2dt. Leibniz's rule for differentiation under the integral…

Q: Q/ Let X be the r.v such that E (X) = 2, E(X²)= 2a , E((2+ aX)?) = 2a3 Find the value of a . إضافة…

A:

Q: V2x +1-V3 2. lim x-1 0.9 0.99 0.999 1.001 1.01 1.1 f(x)

A: We have limit of x tending to 1 of a function . we have inputs x from left and right sides of 1 to…

Q: Given F = (xyz², x²yz³, y²), find the following. (a). div (b). grad (divF) (c). curl (grad (divF))

A: We need to find the divergence of the field. F=xyz2, x2yz3, y2

Q: Evaluate f (; - 4) da

A: Given : ∫1x3-4dx

Q: An F-curve has df = (12, 7). What is the number of degrees of freedom for the a. numerator? b.…

A: The degrees of freedom for the F-statistic is, df=(k−1, n−k). The F-distribution has two numbers of…

Q: When using Simpson's rule we must having two distinct point Select one: True False

A:

Q: Find a value for x so that distance from (x,3,6) to the origin is 9

A:

Q: a51 - Find ax2@y3 if f(x,y)-x.e z

A:

Q: w Thast 11

A:

Q: -- If (5,1, 3) ** ду the point By chain rule Calculate az

A: take x as constant

Q: Let C₂ be the line segment from (-2, 5) to (3, 30). Parameterize C2 and calculate Ja F.dr.

A: Step 1: The equation of a straight line with end points (-2,5) and (3,30) is given by…

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.