Lamont

TFC Design in Cleveland has a chart that says 9/64 for soft wood and 3/16 for medium wood, but I dont know where a pine fence post falls. It has to be good and tight because this is the gate post.

The spouse who owns the Roth is 53. The other spouse is 63. Can the 53 year old give their Roth to the 63 year old so it can be distributed without penalty?

My 12 YO outdoor cat has never been vaccinated since he was a kitten. Will a vet just give him his shot, or will he want to do an examination too?

He's 13 yo Manx and is very healthy. Wild cats don't get vaccinated and live for years. I think that vets are scamming us into over vaccinating our cats.

If I take a problem like ∫ x∕x²-3 dx and that the integral is ½ln|x²-3|+C, what I can't figure out is why I have to multiply by 2 on the right side and divide by 2 on the left? Why am I not doing the same thing to both sides of the integral like I would an equation?

The problem is: ∫csc(3x)dx . So, I let u = 3x and du = 3 dx. However, my solution of -½ln|csc 3x + cot 3x|+C does not work out, I think.

Find the indefinite integral and check the result by differentiation. (Use C for the constant of integration.) ∫∛(5-2x²)(-4x) dx (only the 5-2x² is under the cube root).

Can someone explain to me how to set this problem up? And what derivative am I looking for?

Find two positive numbers that satisfy the given requirements.

The sum of the first number squared and the second number is 60 and the product is a maximum.

I'm guessing synthetic division, but the function is x+(32/x^2) and I'm confused.

For a problem like x+32/(x^2), how do I find the limit at infinity and negative infinity?

f’(x)= - 2x for x≤0

f’(x)= - 2 for x>0

How do I go about finding the critical number(s) to determine relative max/min and the open intervals upon which the function is increasing or decreasing?

(x^-1/3)^-3=x. Why?

Why does f(θ) = 4 sin θ - θ simplify into f'(θ) = 4 cos θ - 1 ?

I get that f' of sin x is cos x, but where does the 1 come from?

lim

Δx→0

(x + Δx)^2 − 4(x + Δx) + 5 − (x^2 − 4x + 5)/

Δx

I don't understand how to set up this problem: How do I solve log x + log (x-15)=2

How do I find a polynomial function f(x) of degree 3 with real coefficients that has a zero of 0 and zero of 1 having multiplicity 2?

How do I find the zeros for the polynomial x^4-10x^3+23x^2-10x+22?

How do I find Descartes rule of signs for positive, negative and nonreal complex zeros for the polynomial -6x^4+9x^3-5x^2+7x-11?

I m asked to express f(x) in the form f(x) = (x-k)q(x)+r for a given value of k: f(x)=5x^3+x^2+x-7. I understand how to do synthetic division, what I don t understand is what the form (x-k)q(x)+r for a given value of k is.

Can somebody please clue me in?