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Guidelines to solve math problems by identifying variables, restating the problem in terms of variables, coming up with an equation, and differentiating both sides of the equation with respect to t. It includes an example problem of a hot air balloon rising vertically and changing angle with respect to an observer located 3km away. The problem requires identifying significant variables, restating the problem in terms of variables, coming up with an equation, and solving for the rate of change.
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3 km
(a) Identify two significant variables. (Hint: See picture.) (b) What, in terms of the variables you listed in part (a), is given in the problem? (c) What, in terms of the variables you listed in part (a), are you trying to find? (d) Write down an equation relating the two variables. (Hint: See the picture again.) (e) Di erentiate both sides of your equation from part (d), with respect to t. (Remem- ber that you’re thinking of the variables as functions of t. Then plug in numbers and solve. h o h (^) o dao (^) o radha^ o (^) alnd I m tmo lseaoano.at th Al h 3 oi^ seaIs km mm i2h4mn
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