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1 explain why there are no points on the graph in the third quadrant that is based on the equation x2yxy21 explain why
if y xe2x what is dydxif fx x1x2 then fxif fx lnxex then fx if y xex what is dydxif hx x3 - 8x2-10 find h5if hx
lynne bought a bag of grapefruit 1 58 pounds of apples and 2 316 pounds of bananas the total weight of her purchases
find the fundamental matrix and use this to determine the general solution
simplify a to the simple forum that will not cost more time for example the simplification of n is n lgnshow step by
1 give an example of a dictionary for which the current basic feasible solution is optimal and yet the coefficients of
if perimeter is 300m length is 100mfind the
suppose you are asked to design the first ascent and drop for a roller coaster you decide to make the slope of the
suppose that an automobiles velocity starting from rest is vt 270t3t 11 where v is measured in feet per second find
suppose a bird is traveling in a submarine along the path rt lt3t accirc 1 cos 2tsin 2tgta compute the length of its
suppose you are climbing a hill whose shape is given by the equation z 2000 accirc 0005x2 accirc 001y2where x y and z
suppose a is a constant and fx isa function of x such thataxx3 ltfx lt x 768for all x near 48 but not equal to 48we
suppose that curves r1tlt3t24t-553t19-t-5gt and r2slt4-4s22s2s-1gt both lie on a surface s and intersect at point p040
a suppose you deposite an initial principle of zero in an account paying 6 annual interest compounded continuously
suppose we have an elastic ball we drop it from a height of 256 feet falling at the normal rate of gravitational
suppose that fx is a differentiable function and assume that gx is the inverse function of fx let l1x be the
question 1 the transformation formulas between cartesian coordinates xy and polar coordinates rtheta are as followsx
2pi radians 360 degrees 1 cycle 1 revolutiont period in timecycle 1f frequency in cyclestime and omega 2piffor
the equation for radioactive decay is nt noe-kt where no is the initial number of radioactive atoms nt is the number
the common economic functions can be summarized as followscx is the total cost of producing x itemscxx is the average
1 below is the graph of fx for each of the given points determine the value ofnbsp fa and lim xrarrafxnbsp if any of
1 compute the product by inspectiona 3 0 0 2 1 b 2 0 0 4 -1 3 -3 0 00 -1 0 -4 1 0 -1 0 1 2 0 0 5 00 0 2 2 5 0 0 4 -5 1
let h be the unbounded self-adjoint operator defined by -d2dx2 the negative of the second derivative with respect to x
let a and b be arbitrarynbspn x nnbspmatricesnbspwhose entries are real numbersuse basic matrix laws only to expand a