y times the cube root of x2y
6
There are two places "degree' is used in math: In geometry, it is 1/360 of a complete rotation (circle) In algebra, it refers to the number of variables that are multiplied together in a term: In x3 [=(x)(x)(x)], the degree is 3. In x2y4, the degree is 6. in xy (=x1y1) the degree is 2. In wxy6z2 the degree is 10. In 1 (=x0) the degree is 0.
y times the cube root of x2y
-x2(y - 2)(y + 2)(y2 + 4)
(x7 - y7) = (x - y)(x6 + x5y + x4y2 + x3y3 + x2y4 + xy5 + y6)
x=63xy-2/x39*x2y4/x69x2x6*y4
6
There are two places "degree' is used in math: In geometry, it is 1/360 of a complete rotation (circle) In algebra, it refers to the number of variables that are multiplied together in a term: In x3 [=(x)(x)(x)], the degree is 3. In x2y4, the degree is 6. in xy (=x1y1) the degree is 2. In wxy6z2 the degree is 10. In 1 (=x0) the degree is 0.
Mica is the general term for the group of sheet silicate minerals possessing perfect cleavage, and composition of individual micas varies.From Wikipedia:"Chemically, micas can be given the general formula[1]X2Y4-6Z8O20(OH,F)4in which X is K, Na, or Ca or less commonly Ba, Rb, or Cs;Y is Al, Mg, or Fe or less commonly Mn, Cr, Ti, Li, etc.;Z is chiefly Si or Al but also may include Fe3+ or Ti."