Based on the research presented, which of the following best describes the relationship between force production asymmetries during jumps and sprint performance?

There is no relationship between jumping asymmetry and sprint performance

Jumping asymmetry may be related to performance decrements in shorter sprints

Jumping asymmetry may be related to performance decrements in longer sprints

Which of the following best describes the ability of force production asymmetry to predict future non-contact injury?

Strength asymmetry is a very good predictor of non-contact injuries in athletes

Strength asymmetry is a moderate predictor of non-contact injuries in athletes

The connection between strength asymmetry and injury is not well supported by science

If the magnitude and the direction of asymmetry are important to consider, force asymmetry must be a _______________.

Vector measurement

Scalar measurement

Absolute measurement

Measurement ____________ will be introduced no matter which equation is chosen to quantify asymmetry.

Validity

Variability

Strength

Concerning the variables the speaker described during jumps, which may have issues with reliability?

Peak force

Rate of force development

Velocity

Based on the evidence the speaker included, which of the following variables will have the most measurement variability?

Bilateral peak force

Peak force from a single side

Peak force asymmetry

Based on the research presented, which of the following is most accurate?

Strength asymmetry can partially be explained by asymmetry in muscle mass

Strength asymmetry is mostly due to asymmetry in muscle mass

Strength asymmetry is not related to muscle mass asymmetry

The results and practical applications from a study of youth basketball players being applied to a team of collegiate golf athletes and expecting similar results is an example of which of the following?

Conjunction fallacy

Selection bias

Simpson’s Paradox

When selecting the method for asymmetry quantification, emphasis should be placed on selecting an equation that produces _______________.

The least amount of variability

The most valid result

The smallest asymmetry values

Scalar-based asymmetry measurements differ from vector-based measurements in that they only consider _______ and neglect _________.

Asymmetry direction; asymmetry magnitude

Asymmetry magnitude; asymmetry direction

Asymmetry reliability; asymmetry validity