Question 26 27 Question 26 (1 point) A cell of a diploid organism (2N = 12) is dividing through meiosis. If there is a non- disjunction in meiosis I, where one cell results in 2 chromosomes at the end of meiosis 1, how many chromosomes are present in the other cell at the end of meiosis I? HINT: It may help to draw this out! Enter your answer as a whole integer, without a decimal point, and please do not write out the number (e.g. enter "2", not "2.0", not "two"). Your Answer: Answer Question 27 (1 point) Cells that contain two sets of genetic information are called and have the notation "2n".

Review & Practice Sheet Exercise 9 2. Draw It! Draw and label skeletal muscle tissue at medium magnification Skeletal muscle tissue D. Application and Analysis 1. Describe how skeletal muscle fibers become multinucleated. 2. Give an example that illustrates the involuntary control of cardiac muscle tissue. 3. How are smooth muscle cells similar to skeletal Review & Practice Sheet Exercise 9 2. Draw It! Draw and label skeletal muscle tissue at medium magnification Skeletal muscle tissue D. Application and Analysis 1. Describe how skeletal muscle fibers become multinucleated. 2. Give an example that illustrates the involuntary control of cardiac muscle tissue. 3. How are smooth muscle cells similar to skeletal muscle fibers? How are they different from skeletal muscle fibers? 4. How are skeletal and cardiac muscle tissues similar to each other? How do these two types of muscle tissue differ from each other?

< 1 of 1 Figure 120 грm 2.0 m The 300 g bar is rotating as shown in (Figure 1). Part A What is the magnitude of the angular momentum of the bar? ? kg m² /s Submit Request Answer Part B What is the direction of the angular momentum of the bar? O into the page O out of the page

2. Assassination is a type of covert action. Do you think assassination is an acceptable action or is an action that should be forbidden, never done? Explain your answer.

v MI 7. Let (r) = for r e A := (0,0) (i) Find the pointwise limit f off (ii) Show that each f, is bounded on A but the pointwise limit f of the sequence is not bounded on A. (ii) Decide whether or not the convergence in () is uniform, prove your claim. (iv) use the e-strip to prove your claim in (iii).

A solid disk, a hoop, and a solid sphere are released at the same time at the top of an inclined ramp. Each has mass M and radius R. They all roll without slipping. In what order (fastest to slowest) do they reach the bottom of the ramp, if the moments of inertia of the disk, hoop, and sphere are ½ MR2, MR2, and 2/5 MR2? A) disk, hoop, sphere B) disk, sphere, hoop C) sphere, hoop, disk D) hoop, sphere, disk E) sphere, disk, hoop

R W R3 ww 10 12 ww R2 1 Write down the Kirchhoff Junction equation and solve it for I; in terms of 12 and 13. Write the result here: Ij = write down the Kirchhoff Loop equation for a loop that starts at the lower left corner and follows the perimeter of the circuit diagram clockwise. 0 write down the Kirchhoff Loop equation for a loop that starts at the lower left corner and touches the components 10V, Ry, 4V, and Ry O The resistors in the circuit have the following values . - R2 • Ry=60 Ry=130 Solve for all the following (some answers may be negative); 11 - Amperes 12 Amperes 13 Amperes NOTE: Forthin