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pedro castell-

pedro c.

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Autosomal Dominant Pedigree There are 3 mistakes in this pedigree chart dealing with filled vs unfilled symbols. These mistakes are numbered below. Explain why these are not possible and how they should be corrected. Correct the above mistakes and then fill in the following pedigree chart for all known genotypes. M = Marfan Syndrome m = normal allele

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1. $\begin{cases} x = 1 \\ y = 0 \\ z = -1 \end{cases}$ 2. $\begin{cases} x = 0 \\ y = 0 \\ z = 0 \end{cases}$ 3. $\begin{cases} x + z = 1 \\ y = 0 \\ 3x + 3z = 3 \end{cases}$ 4. $\begin{cases} x = 1 \\ x + z = 1 \\ z = -1 \end{cases}$ 5. $\begin{cases} x = 0 \\ y = 0 \\ y + z = 0 \end{cases}$ 6. $\begin{cases} -x + z = 1 \\ x + z = -1 \\ z = -1 \end{cases}$ 7. $\begin{cases} x - z = 0 \\ x - y = 0 \\ z = 0 \end{cases}$

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what is the current tax rate an employer must withhold from an employees paycheck for social security age 12

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One difference between first and second order reactions is that_. The half life of a first order reaction does not depend

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Draw your phylogeny on the back of this sheet. Cephal Ray- Taxa Mamm Reptiles Aves ochord finned Myxini alia Amphibia Chondrich Lobe- ns thyes finned fish ates fish Traits Hinged Jaw + + + + + + + Amniotic egg + + + Lobe-fins + + + + + Vertebral Column + + + + + + Scales + + Mammary Glands + Swim bladder/lung + + + + Tetrapodal Feathers + + + + + Dorsal Hollow Nerve + + + + + + + + + Chord Draw a phylogenetic tree for the Chordate Taxa listed above using the information provided. Include all the traits listed on the tree you draw at the correct place. The tree should also be as parsimonious as possible. You will be assessed on your understanding of phylogenies on the lecture exam, so if you have any questions, please talk with your lecture or your lab instructor. As you build your tree and add traits, make sure to: 1. Add an arrow indicating time 2. Draw a circle around the group of monophyletic taxa that make up the amniotes. 3. Find one additional trait (look one up) to add to your tree and place it on the phylogeny at the correct position.

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Explain why anthropologists and sociologists do not accept the strict biological definition of race.

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A stepped transmission shaft is supported by the ball bearings at A and C where the shaft diameter is d. The shaft transmits a power 2HP at 1260 rpm to a gear that is mounted at B where the diameter is d, and sheave that is mounted at D over diameter d The gear is meshed with another gear that is mounted on another shaft in XY plane parallel to the shown shaft. The force transmitted between the gears is at 20-degree angle (called pressure angle). The belt mounted on the sheave is perpendicular to the ZY plane. Design the transmission shaft for a minimum design safety factor of 2. Your design should include the steps described in the shaft design note. You should also consider the following recommendations: 1. Every single relation or equation used should be explained and be referenced. 2. The source of all the factors (stress concentration factors, etc.) should be stated. 3. Your approach to fatique and combined stresses should follow the general procedure outlined in the class. Critical stresses should be identified, shown on the elements modified by stress concentrations, combined by appropriate theory, and finally used in the applicable general fatigue theory formula. YOU SHOULD NOT USE EQUATIONS LIKE EQ. (10.8) OR ASME EQ 4. Make a 3D sketch of the shaft and define the coordinate systems. 5. Label the 3D shaft and show the loadings and force components applied to the shaft by the attachments (Gear, Sheave, etc.) as well as the reaction forces. 6. Draw the force and moment diagram in different planes and when necessary combined them to find the critical section.

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Compute the given indefinite integral.\\ $\int (-2 + 3z + \sin(4z)) dz = $

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Problem 1. Let A be an associative algebra over a field F. Define a map $[\cdot,\cdot] \colon A \times A \to A$ by $[a, b] := ab - ba$ for $a, b \in A$. Prove that $[\cdot,\cdot]$ is bilinear and A with $[\cdot,\cdot]$ is a Lie algebra.

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5. What functions $v(r)$, independent of $\theta$, satisfy the potential equation in polar coordinates?

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