# waffles

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### Determine a constant k such that the polynomial P(x, y, z) = x^5 + y^5 + z^5 + k(x^3+y^3+z^3)(x^2+y^2+z^2) is divisible by x+y+z .

waffles  5 hours ago
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12
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### Given that (x,y,z) is a solution to the original system of equations, determine all distinct possible values of x+y.

waffles  5 hours ago
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### In this multi-part problem, we will consider this system of simultaneous equations: 3x+5y-6z =2, 5xy-10yz-6xz = -41, xyz = 6. Let a=3x,

waffles  5 hours ago
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### If (x,y) satisfies the simultaneous equations 3xy - 4x^2 - 36y + 48x = 0, x^2 - 2y^2 = 16,​

waffles  5 hours ago
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11
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### Factor x^2+y^2-z^2)^2-4x^2y^2 as the product of four polynomials of degree 1 , each of which has a positive coefficient of x.

waffles  5 hours ago
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### Let Q(x) = x^2+bx+c where b and c are integers. If Q\left((1+\sqrt 2)^8\right)=0 determine b+c .

waffles  Jan 4, 2018
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### Find a monic quartic polynomial f(x) with rational coefficients whose roots include x=3-i\sqrt[4]2 . Give your answer in expanded form.

waffles  Jan 4, 2018
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### Let f(x) = x^3+bx+c where b and c are integers. If f(5+\sqrt 3)=0 determine b+c

waffles  Jan 4, 2018
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waffles  Jan 4, 2018
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### Waffles

waffles  Dec 7, 2017
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### another word problem

waffles  Dec 7, 2017
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### word problem

waffles  Dec 7, 2017
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### Stocks

waffles  Dec 7, 2017
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### Find all integers n for which {n^2+n+1}{n-1} is an integer.

waffles  Dec 4, 2017