Assume that the dancer performs the same jump as before but lands without bending her knees. \( \begin{array}{ll}4.4 & \begin{array}{l}\text { Will the force now be GREATER THAN, SMALLER THAN or EQUAL TO the } \\ \text { force calculated in QUESTION } 4.3 \text { ? }\end{array} \\ 4.5 & \text { Give a reason for the answer IO QUESTION } 4.4\end{array} \)

When the dancer lands without bending her knees, the force exerted on her body upon impact will be GREATER THAN the force calculated in QUESTION 4.3. This is because not bending the knees means she isn't utilizing them to absorb the shock of the landing, resulting in a faster deceleration and a larger force applied at the moment of impact. This action also increases the risk of injury, as the body's joints and muscles will have to absorb the entire impact force without the natural cushioning provided by bending the knees. Bending the knees not only helps in reducing the force but also protects the body, allowing for a safer and more controlled landing.