Assume the cost of a gallon of milk is \( \$ 3.50 \). With continuous compounding, find the time it would take the cost to be 3 times as much (to the nearest tenth of a year), at an annual inflation rate of \( 6 \% \). A. 18.31 years

1. Para el punto \( P(1,3) \) y la recta \( 3 x-5 y+21=0 \) : 1. Determina la distancia de \( P \) a la recta. 2. Realiza la gráfica para mostrar esta distancia.

\( \sqrt[ 3 ] { \frac { - 5 + ( 5 - 9 , x ^ { 3 } ) } { - 4 } } \)

Divide the polynomials. The form of your answer should either be \( p(x) \) or \( p(x)+\frac{k}{x+3} \) where \( p(x) \) is a polynomial and \( k \) is an integer. \( \frac{2 x^{3}-x^{2}-25 x-12}{x+3}= \)

Question 13 Solve the inequality \( p^{2}<3 p-8 \) Give your answer in interval notation. Enter DNE if there is no solution.

Answer the following question involving a conversion within the USCS system. 1) The baby weighs 7.4 pounds. How many ounces is that? 2) How many quarts are in 54 barrels of water? ( 1 barrel \( =42 \) gallons)