01/23/20
Matrix True and False Questions
a) If A and B are n x n matrices then (AB)2 =A2B2b) If the product of two matrices AB is square, then A and B must be square.c) If A and B are matrices with sizes such that AB is square, then BA...
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12/16/19
The product of the squares of two consecutive integers is 256036. Find the integers.
I need a walk through on the problem, please.
12/15/19
Proof that pairs of numbers whose GCF=1 can generate all subsequent integers
Prove that any linear combination of pairs of relatively prime numbers (that is pairs of numbers whose GCF is 1) will, beyond a certain number, generate all subsequent integers.*This does not hold...
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Sequence/ number series
How do you solve number series or sequence where the values alternate between adding a number and subtracting a number?For example: Find the 30th term in the sequence.6,2,7,3,8,4,9..Notice the...
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08/19/19
If A intersection B' is null set prove that A is subset of B
About sets identities and proof of sets
04/22/19
how do u find area of a trapizoid
i need help really bad i don't know how to do it it is very hard to me to do it answer me in 20 minuets
orthogonal eigenvectors?
I have a very simple question that can be stated without proof. Are all eigenvectors, of any matrix, always orthogonal? I am trying to understand Principal components and it is cruucial for me to...
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03/27/19
How to prove that eigenvectors from different eigenvalues are linearly independent?
How can I prove that if I have $n$ eigenvectors from different eigenvalues, they are all linearly independent?
03/12/19
If a and b are mutually exclusive events with p(A) =0.3 ,p(B)= 0.5 ,then p(AUB) is equal to what ?
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