-Do not smoke, eat, drink any caffeinated beverages (e.g., coffee, tea, cola, or chocolate) within ___ hours of appointment
-Do not drink alcohol (e.g., beer, wine, or liquor) within ___ hours of appointment
-Do not engage in strenuous exercise within ___ hours of appointment.
2
6
6
Physical activity reduces the risk of what chronic diseases? (name 3)
Coronary Heart Disease
Obesity
Diabetes
Osteoporosis
Colon Cancer
Hypertension
Stroke
Stroke
Alzheimer's disease
What is the difference between Lab-based (Reference) methods and Field-based methods? Give examples of each.
Lab-based
1) Hydrostatic weighing
2) Air displacement Plethysmography (BodPod)
3) Dual-Energy X-ray Absorptiometry
4) MRI & CT Scan
Field-based
1) Skinfold method
2) Bioelectrical Impedance
Cardiorespiratory Fitness measures an individual's ability to ______________, ______________, and ____________ oxygen.
take up
transport
extract
What are the 3 components of Fitness?
Anthropometry
Musculoskeletal
Cardiorespiratory
HR can be increased:
If there has been heavy physical activity immediately prior to its measurement (for instance, rushing upstairs to a test appointment).
Anxiety
Caffeine consumption
Medications
Cigarette smoking (can increase both resting and exercise heart rates by 5–10 beats/min for six hours or longer)
What is the average number of hours that Canadian high school students spend doing sedentary pursuits?
8:15
What are examples of Anthropometric measurements?
Height, weight and body mass index (BMI)
Circumferences
Skinfold measurements
Why would you administer a submaximal VO2 max test, even if you could administer a direct VO2 max test? (3 reasons)
Safety or ethical concerns
-Subject’s age and risk stratification (low risk, moderate risk, or high risk),
-Subjects not capable of performing VO2 max (i.e. medical or physical limitations)
Your reasons for administering the test (physical fitness, clinical testing, elite athlete testing or job-related testing), and
The availability of appropriate equipment and qualified personnel.
Recall, ‘assumptions of submaximal exercise tests’.
Name 3 forms you may give to a client during the pre-appraisal.
Informed Consent
PAR-Q
Questionnaires (Health History Form, PASBQ, Goal Setting Worksheet, FANTASTIC Lifestyle Checklist, Physical Activity Log, etc.)
List 5 factors that affect blood pressure readings:
Cuff too small,
Cuff too large,
Legs crossed,
Not resting ~5 minutes before,
Arm unsupported,
Arm above/below heart,
Talking,
Sense of self-confidence is a common barrier to engaging in physical activity. What type of barrier is this (individual or societal)?
Individual
Of the 7 skinfold sites learned in class, list the ones that are vertical folds.
Triceps
Thigh
Abdominal (can be horizontal as well)
Midaxillary (can be horizontal as well)
What are the following CRF variables:
Q
VO2
a-v O2 difference
SV
Relative VO2
Cardiac output (HR x SV)
Oxygen consumption
Arterial-venous O2 difference
Stroke volume
VO2 relative to body mass (ml/kg/min)
The information documented throughout the appraisal process will:
serve as baseline information for future comparisons
assist the client to identify and/or reinforce their goals
assist in customizing the physical activity/exercise prescription for the client
What is the difference between taking HR at rest and during exercise?
15 seconds vs. 10 seconds
Sedentary behaviour involves activities during waking hours that are done sitting or reclining that cost _________ the BMR.
< 1.5 x
When conducting skinfolds, you take ____ measures at each site, _________ through the sites. If they are within _____ mm, take the average. If the difference is greater than ____ mm, take a ____ measurement and the the average of the __________________.
2
rotating
2.0 mm
2.0 mm
3rd
closest 2
Compared to the Karvonen method (%HRR), the % HR max method tends to give a _______ value when the same relative intensity is used.
Lower
What information must be included in an Informed Consent document? (identify 3 items)
statement of the testing process and objectives
Easily understood description
Description of all risks
Explanation of the benefits and risks
Statement informing the subject that the testers will answer any questions
Statement informing the subject that he/she is free to withdraw consent and cease the testing process at any time without consequences
Statement informing the subject that he/she is free to refuse to answer any questions
General statement of the procedures for maintaining confidentiality of the data
What is the BP cut-point for engaging in physical activity/exercise?
i. they are medically stable and
ii. blood pressure is less than 160/90 mm Hg with or without medication and
iii. age is 75 years or younger.
What are three take-aways from this graph?
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
Low CRF is associated the highest death rates.
The largest benefits occur between the least fit and the next least fit group of individuals studied.
Every effort should be undertaken to increase physical activity levels in sedentary adults (ie, some exercise is better than none).
Body composition assessments allow us to divide the body into _______ compartments: _________ and ____-_____.
Fat-free mass is composed of all of the body's nonfat tissue including bone, muscle, organs, and connective tissue.
Fat mass includes all the body’s fat along with essential fat
We conducted the mCAFT, YMCA Cycle Ergometer, and Cooper Run tests in class. How do you know when to terminate each test?
mCAFT: When the client has surpassed their 85% HRmax (220 - age [x 0.85]); Measured at the end of each 3-minute stepping stage
YMCA: When the client achieves their target heart rate range (110 bpm - 85% HRmax) in back-to-back workloads; SSHR measured at the end of each 3-minute workload
Cooper Run: When the client has completed 12 minutes
What are the 5 stages within the Transtheoretical model: The Stages of Readiness to Change a Behavior
1.Pre-contemplation – individual is not even aware they have a problem and have no intention of making a change.
2.Contemplation - individual is aware they have a behavioural problem and are considering changing it within the next six months.
3.Preparation – people in this stage intend to change a problem behaviour within the next month.
4.Action – people in this stage are actively modifying their behaviour according to their plan.
5.Maintenance – in this stage individuals have continued to work at changing their behaviour.
6.Termination/Relapse – while it may take two to five years, a behaviour becomes so deeply ingrained that a person can’t imagine abandoning it.