Question 1
White muscles are designed to contract
◦ quickly.
◦ quickly and for short periods.
◦ slowly.
◦ slowly for short periods.
◦ slowly for long periods.
Question 2
![](data:image/png;base64, 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)
Use the above figure to answer the following question(s).
The blood in the vessel at letter "C" will be
a. | oxygen-rich. |
b. | nutrient-poor. |
c. | bright red in color. |
d. | oxygen-poor. |
e. | on its way to the systemic circuit. |
| |