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Abstract Algebra
rational root of 4x5+4x4+35x3+35x2−9x−9=0?
Abstract Algebra
let a be a fixed element of a group G. show that H={ax=xa , where x is the element of G} is a subgroup of G.
Abstract Algebra
Need help with this one:
Please prove that every hyperplane (a,y) is a linear manifold.
Please prove that every hyperplane (a,y) is a linear manifold.
Abstract Algebra
Please show that the vector a is orthogonal to the hyperplane H = H(a,€); that is, if u and v are in H, then a is orthogonal to u - v.
Abstract Algebra
A roasted turkey is taken from an oven when its temperature has reached 185 Fahrenheit and is placed on a table in a room where the temperature is 75 Fahrenheit.
(a) If the temperature of the turkey is 157 Fahrenheit after half an hour, what is its temperature after 45 minutes?
(a) If the temperature of the turkey is 157 Fahrenheit after half an hour, what is its temperature after 45 minutes?
Abstract Algebra
list all the proper subgroup of the multiplicative Z18
Let G be a group with respect to binary operation and a be an arbitrary element of G. Show that H={x:x E G, x binary operation a=a binary operation x} is a subgroup G.
Show that the set {x:x E I, 5/x} is a subgroup of the additive group I.
Let G be a group with respect to binary operation and a be an arbitrary element of G. Show that H={x:x E G, x binary operation a=a binary operation x} is a subgroup G.
Show that the set {x:x E I, 5/x} is a subgroup of the additive group I.
Abstract Algebra
xy-[yz-zx-{yx-(3y-xz)-(xy-zy)}]
Abstract Algebra
show that the length of the curve y = log Sec x between the points x = 0 and x = pi/3 is log(2 + √3)
Abstract Algebra
Which is equivalent to 1/5{squareroot of (625) - squareroot of )-225)}?
A. -5-3i
B. 3-5i
C. 6-3i
D. 5-3i
A. -5-3i
B. 3-5i
C. 6-3i
D. 5-3i
Abstract Algebra
Let R be a commutative domain that is not a field. If R is semilocal, show that R is not J-semisimple.
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