man ABO blood groups are controlled by a single gene with three all.pdf

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MACROECONOMICS IN THE GLOBAL ENVIRONMENT ECONOMIC GROWTH Write a 400 word note on the prospects for economic growth in New Zealand for the next twenty years. Be sure to highlight the main policy choices that the government faces in encouraging higher rates of growth, including any trade-offs. Solution on the prospects for economic growth in New Zealand for the next twenty years. be sure to highlight the main policy choices that the government faces in encouraging higher rates of growth, including any trade-offs. Asset price bubble is a serious threat as it would push inflation to high and over evaluate the assets which would burst later because of unable to generate the income as expected. So some of the measures it needs to adopt are: The monetary policies need to control the inflation The government investments to be designed so that it would create more jobs Create conducive environment for exports.

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man ABO blood groups are controlled by a single gene with three alleles I^A, I^B, and i. The
three alleles contribute to four blood group phenotypes. In addition to the ABO blood groups,
there are two other loci that control blood phenotypes, the MN blood group locus and the Rh
factor locus. The MN blood group has two codominant alleles, L^M and L^N. The Rh factor
locus also has two alleles, Rh^+ and Rh^- where Rh^+ is dominant. The two phenotypes at the
Rh factor locus are Rh^+ and Rh^-. Suppose in a population, the frequency of the ABO allele
I^A is 0.36, and the I^B allele frequency is 0.26. In the same population, the frequency of the
L^M allele is 0.47, and the frequency of the Rh^+ is 0.62. What is the frequency of the genotype
I^AI^A L^ML^N Rh^+ Rh^- if the population is in Hardy-Weinberg equilibrium? Number
Solution
Answer
The frequencies of IA and IB are as follows:
IA = 0.36
IB = 0.26
So, the allelic frequency of “i” is (1-0.62) = 0.38. Thus, the genotypic frequency of IAIA is
(0.36)2 = 0.129
The allele frequency of LM is as follows:
LM =0.47
So, the allelic frequency of LN is (1-0.47) = 0.53. Thus, the genotypic frequency of LM LN is
(2x0.47x0.53) = 0.49
The allele frequency of Rh+ = 0.62
So, the allelic frequency of is Rh- (1-0.62) = 0.38. Thus, the genotypic frequency of Rh+ Rh- is
(2x0.62x0.38) =0.47
Thus, the genotypic frequency of IA IA LM LN Rh+ Rh- is (0.129x0.49x0.47) = 0.030

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Find an equation of the line through (-6, 10), parallel to the line with equation 3x - 7y = 14. Write the new equation in point-slope form. Convert the equation of the new line found in problem #14 to standard form, Ax + By = C, where A, B, and C are integers. Solution 14) Given line is 3x-7y =14 7y = 3x-14 y = (3/7)x - 2 It is of the form, y = mx + c Hence, slope = 3/7 We know that two parallel lines have same slope. Hence, The equation parallel to 3x-7y =14 has slope equal to 3/7. Hence, the required line passing through (-6,10) and parallel to 3x-7y=14 in slope-point form is slope point formula is y-y1= m (x-x1) y-10 = (3/7) (x+6) 15) From 14) , y-10 = (3/7) (x+6) 7y-70 = 3x+18 3x-7y = -88 It is of the form Ax + By = C.

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