The price p and the demand x for a particular steam iron are related by the equation x = 1000-20p. express the price p in terms of the demand x and find the domain of this function...
@Hero Please answer this when you can :)
"Express the Price of p in terms of x" In other words, solve for p: To solve for p, perform the following steps: 1. Add 20p to both sides 2. Subtract x from both sides 3. Divide both sides by 20 Upon doing so, you should have: \(p = 50 - \dfrac{x}{20}\)
The domain in this case will be \(x \ge 0\)
Upon further observation, it seems the domain is \(0 \le x \le 1000\). It seems they don't expect the demand to be any higher than 1000
Also, if demand is counted in terms of number of units, then the domain would be the set of whole numbers up to 1000
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