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Let p be a prime and let G be an abelian group of order a power of p.
Prove that the nilradical of the group ring G is the augmentation ideal.
Find the equation of the parabola. Find 2 points that define latus rectum. Graph. Focus (0,1) Diectrix line y= -1. Find the equation of ellipse.draw the graph. Center (0,0) Focus(0,8) Vertex (0,-10).
A system has a characteristic equation q(s) = s^4 +9s^3 +45s^2 +87s +50 +0. Determine whether the system is stable using the Routh-Hurwitz criterion and also determine the roots of the characteristic equation.
Make an equation of the line with a slope of two
Solve the quadratic equation using any of the techniques learned in this unit. The solution(s) will be one of the dimensions; use step 2 to find the other.
Solve the following fraction
Conics translations
Reduce matrix to its reduced echelon form.
a shirt is marked 15off and the sale price is 32.30. what was the original price?original price
Prove conversely that a subring of 0 containing the identity and having finite index f in 0 (as additive abelian group) is equal to Of. (The ring Of is called the order of conductor f in the field Q(√D). The ring of integers 0 is called the ..
Could you please show me how to find the eigenvalues of B^2 + I and (B^2 + 3B - I)^-1 and how would I justify these answers.
The vectors that represent the production at the various plants are not linearly independent. Show this and find a dependency equation.
The equation of the line L is parallel to y=5x. What is the equation for line L? If (a,-2) is a point on the graph of y=x^2+3x, what is a?
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