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To find the value of 't' when d(t) = -24, you need to have the function d(t) defined as a mathematical formula that relates 't' to d(t). Since you haven't provided the explicit function, I'll show you how you would generally solve such an equation if you had the function.
Suppose d(t) is given by a linear function d(t) = at + b, where 'a' and 'b' are constants.
The equation to solve would be:
at + b = -24
To find the value of 't', follow these steps:
1. Subtract 'b' from both sides of the equation:
at = -24 - b
2. Divide both sides by 'a' (assuming 'a' is not zero):
t = (-24 - b) / a
This would give you the value of 't' when d(t) = -24 for a linear function.
If the function d(t) is more complex, such as a quadratic function or any other higher-order polynomial or a different kind of function, the steps would be adjusted according to the algebraic form of d(t).
Without the specific form of the function d(t), it is impossible to provide a numerical answer. Please provide the formula for d(t), and I can assist you further in finding the value of 't'.