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That would depend on the plus, minus or any other value of the term q2 which has not been given and so therefore no answer is possible to the given problem.

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Q: What is the answer to this problem 3q - 10q2 - 8 - 4q q2?
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What allelic frequency will generate twice as many recessive homozygotes as heterozygotes?

To generate twice as many recessive homozygotes as heterozygotes, the allelic frequency must be 0.5 for the recessive allele and 0.5 for the dominant allele. This is because the recessive homozygotes will be represented by the square of the frequency of the recessive allele (0.5 * 0.5 = 0.25), while heterozygotes will be represented by the product of the frequencies of the two alleles (2 * 0.5 * 0.5 = 0.5).


What are the factors of q3-q2 plus 2q-2?

Factoring the left and right parts separately gives: q3 - q2 + 2q - 2 = q(q2 - 1) + 2(q - 1) = q(q + 1)(q - 1) + 2(q - 1) Now we have a common factor (q - 1) that we can take out. I'll combine the remaining terms again: (q - 1)[q(q + 1) + 2(q - 1)] = (q - 1)[q2 + q + 2q - 2] = (q - 1)(q2 + 3q - 2) The right part has no obvious factorization; but you can use the quadratic formula to get the factors, which will probably include square roots.


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What is the factor of q3-q2 plus 2q-2?

q3-q2+2q-2 = (q-1)(q2+2) = (q-1)(q+2.5i)(q-2.5i)


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What are the factors of q 3-q 2 2q-2?

The question is incomplete in the sense that there is no +/- sign between q2 and 2q. Considering plus '+' sign. q3 - q2 + 2q - 2 q2(q - 1) + 2(q - 1) (q2 + 2)(q - 1) Considering minus '-' sign. q3 - q2 - 2q - 2 The expression can't be factored. However if we consider the question complete then it is written as: q3 - q2(2q) - 2 q3 - 2q3 - 2 -q3 - 2 -(q + 21/3)(q2 - 21/3 + 22/3)


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