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If C is a ternary self-orthogonal code, show that Ai=0 unless 3 divides i [Note: Ai is the number of vectors of weight i in the code]

If C is a ternary self-orthogonal code, show that Ai=0 unless 3 divides i [Note: Ai is the number of vectors of weight i in the code]

Given S={v=[v₁,v₂,v₃]∈R₃:−v₁+2v₂+3v₃=k,−4v₁+v₂+v₃ =0} where k is a parameter. Find the condition(s) on k such that S is a vector space, and determine the dimens

Find the derivative of the function. h(x)=5x²-x .

Find the volume of the given solid. Bounded by the cylinder x ²+y ²=4 and the planes y=3 z, x=0, z=0 in the first octant.

The combustion in a compression ignition engine is . a.heterogeneous b.homogeneous c.laminar d.turbulent

Express each of the following ratios in the simplest form 36:90

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hhcayzewuy 100% privacy What is the largest source of groundwater in the Indian peninsula?

Em relação ao gerenciamento do cuidado no câncer de mama, an

By considering different paths of approach, show that the function has no limit. f(x)=x/ √(x²+y²)

Solve this first order differential equation y'(t) + cos(11t)y(t) = q(t).

Find the derivative of the function. s(x)={5x-1}{x³-1}

Write B as a linear combination of the other matrices, if possible.B=[[2 3] , [3 4]] A=[[5 7] , [5 9]] C=[[3 5] , [ 4 7]]

A Marketing Firm Is Considering Making Up For Three New Hires. Given Its Specific Needs, The Management Feels That There Is A 60% Chance Of Hiring At Least Two

Given α is an arbitrary scalar. Let I be the identity operator on an n-dimensional space V. (a) Explain why the Identity Matrix I will be an identity matrix.

The height (in meters) of a rocket t seconds after liftoff is modeled by the following function: h(t)=t³+2t²}. find a formula for a function A(x) that gives the

Find values of a and b so that the function f(x)= x²+ax+b has a local minimum at the point (6, −5).

Translate the given matrix equations into a system of linear equations.[[6 1 8 ] , [1 1 -5 ] , [0 8 9]]

Let V be an n-dimensional space with a basis B={ui . Prove that a set of vectorsx1,x2.. }⊆V is linearly independent.