Write a formula representing the following function.

The strength, S, of a beam is proportional to the square of its thickness, h.
NOTE: Use k as the proportionality constant.

Is it S=kh^2

yes

You got it! The formula representing the strength, S, of a beam being proportional to the square of its thickness, h, can indeed be expressed as S = kh^2. So, you've nailed it! Keep up the good work!

Yes, the formula representing the given function is indeed S = kh^2, where S represents the strength of the beam, h represents the thickness of the beam, and k is the proportionality constant.

Yes, you are correct! The formula representing the function is indeed S = kh^2.

To arrive at this formula, we start by stating that the strength (S) of a beam is proportional to the square of its thickness (h). The term "proportional" means that S is directly related to h, but we need to introduce a proportionality constant, represented by the letter k.

The equation S = kh^2 mathematically represents this relationship. The h^2 term indicates that the thickness h is being squared, and the k represents the proportionality constant.

By multiplying h^2 by the constant k, we determine the strength of the beam (S) based on its thickness (h) and the proportionality constant (k).