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ENG1011 - Engineering Methods - S1 2025

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Consider the following equation:

 A= BC \frac{\text{d}^2D}{\text{d}E^2} A= BC \frac{\text{d}^2D}{\text{d}E^2}

It is known that the dimension of A is [M]/([L][T]2), the dimension of C is [L], the dimension of D is [L]/[T], and the dimension of E is [L]. Note that for the analysis, you can ignore the derivatives \text{d} do not have any dimensions.

Which of the following represents the dimension(s) of B if the equation is dimensionally homogeneous?

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Which of the following combinations of SI base units represents a force?

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Match the following dimensions with the correct terms

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Which one of the following statements is not described by Newton’s laws of motion?

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Which of the following is true regarding zero acceleration?

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