What cervical motions would be required of a person to look at a computer mouse when it is positioned to the right of a keyboard on a desk while they are sitting at a computer? (eyes stay neutral)
Which type of grip is used to grasp the handle of a walker?
Which type of grip is used to grasp the handle of a walker?
Which muscle originates on the infraglenoid tubercle of the…
Which muscle originates on the infraglenoid tubercle of the scapula and inserts on the olecranon process of the ulna?
A patient with lumbar pain is examined by a Physical Therapi…
A patient with lumbar pain is examined by a Physical Therapist and found to have a severe anterior pelvic tilt. Which of the following is LEAST likely to be causing this postural deficit?
During gait, a patient has difficulty advancing one leg forw…
During gait, a patient has difficulty advancing one leg forward without tripping over their toes. To compensate, they hike their hip to advance the foot forward during swing phase. Which type of gait is this and what muscle causes the abnormality?
Which of the following is a synovial joint that contributes…
Which of the following is a synovial joint that contributes to scapulohumeral motion?
BONUS: Write the domain in interval notation using “inf” for…
BONUS: Write the domain in interval notation using “inf” for ∞, “-inf” for -∞ and U for union. Use parentheses, brackets with no spaces within or between intervals. f (x) = log10 (x2 – 8x + 12) Domain:
Select/Fill-in-the-blank: The function f (x) = log2x has…
Select/Fill-in-the-blank: The function f (x) = log2x has a asymptote. SHOW WORK: This problem requires you to use the graph paper provided. At the end of the test, scan and upload work to the last problem. Graph the exponential function f (x) = log2x showing any asymptotes as dotted lines. Include any intercepts and 2 exact ordered pairs per quadrant the graph is in.
State the domain (D), range (R) and horizontal asymptote of…
State the domain (D), range (R) and horizontal asymptote of the exponential function (x) = 5x – 2
BONUS: Fill-in-the-blank Given that log a5 = 1.609, and log…
BONUS: Fill-in-the-blank Given that log a5 = 1.609, and log a7 = 1.946, find log a. Round answer to the nearest thousandths. log a =