Hello.Please help me solve these questions.

Suppose that the Ace company makes wigits and that the price demand function for wigits is p) = 190 p where demand is measured in number of wigits and price is measured in dollars. :1. Given that prices cannot be negative and that demand should be zero or more, what domain makes business sense for the demand inction'lI Use inequality notation. :1 Preview P 1901) b. The elasticity function for wigits will be E{p} = . Where will the vertical asymptote be? P: c. The elasticity function measures how sensitive demand is to price changes. The domain of the elasticity function is bounded above by 190 because for prices over 190, demand would be . The elasticity of demand for a wigit is 2p E(P) = 600 - 2p where p is the price (in dollars) of one wigit. a. At what price is the elasticity of demand unitary (unit)? Preview b. If the price increases by 3% from $100 per wigit, what is the new price? Preview c. If the price increases by 3 % from $100 per wigit, what is the approximate percentage change in demand? 07 de d PreyThe price-demand equation is given by x + p = 60000. a. Write demand as a function of price. f (p) = Preview b. Find the elasticity of demand at a price of $20, 000 rounded to 2 decimal places. Preview c. If the price increases 3 % from a price of $20, 000, what is the approximate (percentage) decrease in demand? Round to 2 decimal places. % decrease PreviewA company manufactures and sells a: clocks per week with weekly price-demand function: f (p) = 20 2p where p is the price per clock. :1. Compute the elasticity of demand function, E(p), for this demand function. mm: b. At 13 = 2, a price increase of 2 % will create a demand decrease of what percent? Round to 2 decimal places if necessary. :1 Mme Me-Tube manufactures bodysuits. The demand function for their suits is x = f(p) = 750 - 2p The demand f(p) is the number of suits that can be sold at a price of p dollars. a. What is the rate of change in demand at a price of $200.00 per suit? suits per dollar Preview b. What is the relative rate of change in demand at a price of $200.00 per suit? Write your answer as a percent rounded to 2 decimal places. % suits per dollar PreviewUse the derivative function f'(a:) to determine where the function at) 2 2.133 243:2 + 72:1: + 11 is increasing. :1. Preview The graph of a function, f(x), is given below: X -2 2 5 6 a. For what values of x is the derivative positive? Preview b. Find the values of x where the derivative, f' (x) = 0. @ =Find each value of the function f() = - x + 48x + 7 where the line tangent to the graph is horizontal. Preview TIP Enter your answer as a list of values separated by commas: Example: -4, 3, 2 Enter each value as a number (like 5, -3, 2.2172) or as a calculation (like 5/3, 243, 5+4) Enter DNE for Does Not Exist, oo for Infinity