Question
Apply poker test to the following sequence with level of significane α = 0.05. (4) 1001101000010000101111011 01110100101101100100110.
I believe there might be a misunderstanding in your question. The poker test is a statistical test used in randomness analysis, particularly in assessing the quality of random number generators. It ____________ ___ _____________ ________ _____ ____ ____ _____________ ______ _________.
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Often children are taught counting by making them recite and copy number names in their notebooks. Why is this pedagogy problematic? Discuss the correct way of introducing children to counting.
Let f(x) = x 3 −x−1 ∈ Z5[x]. Find the product of x 2 +2x+1+ (f(x)) and x 2 +3x−1+ (f(x)) using the algorithm in page 23, block 1. You should show all the steps as in example 11, page 22, block 1.
Decrypt each of the following cipher texts:
i) Text: "CBBGYAEBBFZCFEPXYAEBB", encrypted with affine cipher
with key (7,2).
ii) Text:"KSTYZKESLNZUV", encrypted with Vigenère cipher with key "RESULT"
BICS and CALP
Apply runs test to the following sequence:
1001101000010000101111011
0111010010110110010011010
0110011100001100100111000
1100001101010111101001110
0010001111000001101010010
1000110100000110100101101
1110001001
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