Which of the following is a legitimate example of a regression option for participants with limited fitness?

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Multiple Choice

Which of the following is a legitimate example of a regression option for participants with limited fitness?

Explanation:
Regression means adapting an exercise to be easier while keeping the same movement pattern and target muscles, so the client can perform it safely with good technique and build toward greater difficulty later. Reducing load or simplifying the movement directly lowers the challenge, making it possible for someone with limited fitness to perform the exercise correctly. This might look like using lighter weights, performing a wall push-up instead of a standard push-up, or shortening the range of motion or slowing the tempo to make the movement easier. In contrast, replacing the exercise with a completely different modality changes the pattern and targets; increasing reps and sets raises workload, and shortening rest to increase intensity pushes the client harder, none of which are regressions. So, lowering difficulty by reducing load or simplifying the movement is the appropriate regression option.

Regression means adapting an exercise to be easier while keeping the same movement pattern and target muscles, so the client can perform it safely with good technique and build toward greater difficulty later. Reducing load or simplifying the movement directly lowers the challenge, making it possible for someone with limited fitness to perform the exercise correctly. This might look like using lighter weights, performing a wall push-up instead of a standard push-up, or shortening the range of motion or slowing the tempo to make the movement easier. In contrast, replacing the exercise with a completely different modality changes the pattern and targets; increasing reps and sets raises workload, and shortening rest to increase intensity pushes the client harder, none of which are regressions. So, lowering difficulty by reducing load or simplifying the movement is the appropriate regression option.

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