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What is johnathan coachman's entrance song?
dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx dx d dx dx dx dx dx dx dx dx
How do you solve derivatives?
There are several ways to solve for the derivative:You can use the limit definition: limhà0=(f(x+h)-f(x))/h.You can use the limit at a point definition (when you actually have a point, or if not use #1): limx->a=(f(x)-f(a))/(f-a).Use the short cuts:The derivative of a constant like 2 or pi is 0.For things raised to a power: d/dx(xn)=nxn-1 where n is any real number.Multiplying by a constant, multiply the derivative of u by the constant c: d/dx(cu)=c*du/dxAdding, you add the derivative of the first part and the derivative of the second: d/dx(u+v)=du/dx+dv/dxSubtracting, you subtract the derivative of the first part and the derivative of the second: d/dx(u-v)=du/dx-dv/dx(Multiplying and dividing are more complicated, and you'll just have to memorize their formulas)Multiplying, the formula is: d/dx(uv)= u*dv/dx+v*du/dxDividing, the formula is: d/dx(u/v)=(v*du/dx-u*dv/dx)/(v2)d/dx(v/u)=(u*dv/dx-v*du/dx)/(u2)
How do you differentiate 5 sqrtx dx?
( no dx needed as you are taking the differential, not integrating. )d/dx[5sqrt(X)]rewrite as...,d/dx[5X1/2]use power rule [ nX(n - 1)]= (5/2)X -1/2==========
What is Dydx of x(x-10)?
Assuming y = x(x - 10) Either use the product rule: u = x v = (x - 10) → y = x(x - 10) = uv d/dx (uv) = v du/dx + u dv/dx → dy/dx = d/dx x(x - 10) = (x - 10)(d/dx x) + (x)(d/dx (x - 10)) = (x - 10)(1) + (x)(1) = x - 10 + x = 2x - 10 or expand the brackets and differentiate dy/dx = d/dx x(x - 10) = d/dx x² - 10x = 2x - 10
What is medical billing code 85018?
It is a blood test for Hemoglobin. This is one test for Anemia. Hematocrit is billed with code 85014.
What is the derivative of 2cos2 x dx?
Use the power/chain rules: d/dx (2 cos2 x) = 2 d/dx (cos x)2 = (4 cos x)*d/dx(cos x) = -4 cos x sin x = -2 sin 2x
Derivative of 5ex plus 2?
5ex+2?d/dx(u+v)=du/dx+dv/dxd/dx(5ex+2)=d/dx(5ex)+d/dx(2)-The derivative of 5ex is:d/dx(cu)=c*du/dx where c is a constant.d/dx(5ex)=5*d/dx(ex)-The derivative of 2 is 0 because it is a constant.d/dx(5ex+2)=(5*d/dx(ex))+(0)d/dx(5ex+2)=5*d/dx(ex)-The derivative of ex is:d/dx(eu)=eu*d/dx(u)d/dx(ex)=ex*d/dx(x)d/dx(5ex+2)=5*(ex*d/dx(x))-The derivative of x is:d/dx(xn)=nxn-1d/dx(x)=1*x1-1d/dx(x)=1*x0d/dx(x)=1*(1)d/dx(x)=1d/dx(5ex+2)=5*(ex*1)d/dx(5ex+2)=5*(ex)d/dx(5ex+2)=5ex5ex+2?d/dx(cu)=c*du/dx where c is a constant.d/dx(5ex+2)=5*d/dx(ex+2)-The derivative of ex+2 is:d/dx(eu)=eu*d/dx(u)d/dx(ex+2)=ex+2*d/dx(x+2)d/dx(5ex+2)=5*(ex+2*d/dx(x+2))-The derivative of x+2 is:d/dx(u+v)=du/dx+dv/dxd/dx(x+2)=d/dx(x)+d/dx(2)d/dx(5ex+2)=5*[ex+2*(d/dx(x)+d/dx(2))]-The derivative of x is:d/dx(xn)=nxn-1d/dx(x)=1*x1-1d/dx(x)=1*x0d/dx(x)=1*(1)d/dx(x)=1-The derivative of 2 is 0 because it is a constant.d/dx(5ex+2)=5*[ex+2*(1+0)]d/dx(5ex+2)=5*[ex+2*(1)]d/dx(5ex+2)=5*[ex+2]d/dx(5ex+2)=5ex+2
What is the antiderivative of sine squared?
∫sin2x dxUse the identity sin2x = ½ - ½(cos2x)∫[½ - ½(cos2x)] dx = ∫½ dx - ∫½(cos2x) dxLet's split it up into ∫½ dx and ∫½(cos2x) dx∫½ dx = x/2 (we'll put the constant in at the end)∫½(cos2x) dx (Use u substitution with u=2x and du = 2 dx)∫cosu ¼du = ¼∫cosu du = ¼sinu + c = ¼sin2x (remember to resubstitute)Subtract the two parts and add a constantx/2 - ¼(sin2x) + cThis is also equivalent to: ½(x - sinxcosx) + c
What is the derivative of x5lnx?
x5lnx?d/dx (uv)=u*dv/dx+v*du/dxd/dx (x5lnx)=x5*[d/dx(lnx)]+lnx*[d/dx(x5)]-The derivative of lnx is:d/dx(lnu)=(1/u)*[d/dx(u)]d/dx(lnx)=(1/x)*[d/dx(x)]d/dx(lnx)=(1/x)*[1]d/dx(lnx)=(1/x)-The derivative of x5 is:d/dx (xn)=nxn-1d/dx (x5)=5x5-1d/dx (x5)=5x4d/dx (x5lnx)=x5*[1/x]+lnx*[5x4]d/dx (x5lnx)=[x5/x]+5x4lnxd/dx (x5lnx)=x4+5x4lnx
How do I get my lug studs off a 1999 mazda protege dx?
You can use the end of the tire iron to remove the lug bolts off a 1999 Mazda Protege DX.
What transmission fluid does a 1996 Toyota Corrola DX use?
Dexcron 111
Can you use a kindle DX in Malta?
Yes you can read books anywhere you like.
