MCQs: The operations that may be performed on vectors in Euclidean Space are
1) Inner product, distance between vectors
2) Norm of a vector, orthogonal vectors
3) Orthonormal functions
4) Vector division
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MCQs: The norm or length of a signal is given by
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MCQs: The principle of Gram-Schmidt Orthogonalization (GSO) states that, any set of M energy signals can be expressed as
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MCQs: Time shifting of discrete time signal means
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MCQs: Time reversal of a discrete time signal refers to
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MCQs: Causal systems are the systems in which
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MCQs: The basic properties of DFT includes
1) Linearity
2) Periodicity
3) Circular symmetry
4) Summation
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MCQs: Padding of zeros increases the frequency resolution.
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MCQs: Circular shift of an N point is equivalent to
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MCQs: The circular convolution of two sequences in time domain is equivalent to
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MCQs: Radix - 2 FFT algorithm performs the computation of DFT in
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MCQs: The overlap save method is used to calculate
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MCQs: Overlap-Add Method Deals with principles that
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MCQs: ROC does not have
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MCQs: Damping is the ability of a system
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MCQs: The condition for a system to be causal is
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MCQs: The condition for a system to be stable is
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MCQs: Partial fraction method involves
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MCQs: The factors formed for partial fraction are a combination of
1) Linear factors
2) Irreducible quadratic factors
3) Square roots
4) Cube roots
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MCQs: For a partial fraction method to be followed,
1) The degree of the numerator must be more than the degree of the denominator.
2) The factors formed for partial fraction are a combination of Linear factors and Irreducible quadratic factors.
3) The degree of the numerator must be less than the degree of the denominator.
4) The factors formed for partial fraction are a combination of Linear factors and Square roots.
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