Q:
Write 0.8 as a simplified fraction and a percentage.
Q:
66. Rams' Horns The average annual increment in the horn length
(in centimeters) of bighorn rams born since 1986 can be
approximated by
\[ y=0.1762 x^{2}-3.986 x+22.68 \text {, } \]
where \( x \) is the ram's age (in years) for \( x \) between 3 and 9 . Inte-
grate to find the total increase in the length of a ram's horn during
this time. Source: Journal of Wildlife Management.
67. Beagles The daily energy requirements of female beagles who
are at least 1 year old change with respect to time according to
the function
\[ E(t)=753 t^{-0.1321} \text {, } \]
where \( E(t) \) is the daily energy requirement (in kJ/ \( \left.W^{0.67}\right) \),
where \( W \) is the dog's weight (in kilograms) for a beagle that is
\( t \) years old. Source: Journal of Nutrition.
a. Assuming 365 days in a year, show that the energy require-
ment for a female beagle that is \( t \) days old is given by
\( E(t)=1642 t^{-0.1321} \).
b. Using the formula from part a, determine the total energy
requirements (in kJ/ \( W^{0.67} \) ) for a female beagle between her
Q:
A company has found that its expenditure rate per day (in hundreds of dollars) on a certain type of
job is given by \( E^{\prime}(x)=12 x+10 \), where \( x \) is the number of days since the start of the job. Find the
expenditure if the job takes 4 days.
A. \( \$ 5,800 \)
B. \( \$ 13,600 \)
C. \( \$ 136 \)
D. \( \$ 58 \)
Q:
\( \frac{x+y}{x}+1=\frac{1}{x} \quad( \) mit \( x \neq 0), x=? \)
Q:
2. Scatter Plot and Correlation: Consider the following data points representing the
number of hours studied \( (x) \) and the marks obtained \( (y) \) :
\[ (1,50),(2,55),(3,60),(4,65),(5,75) \]
wa scatter plot and determine whether the relationship between hours studied and marks
ositive, negative, or none.
Q:
(8) \( A \times(B-C)=(A \times B)-(A \times C) \)
Q:
\( \left\{\begin{array}{l}4 y=x-4 \\ x=4-y \\ \\ \text { Solution: }\end{array}\right. \)
Q:
Solve the following exponential equation
Use a calculator to obtain a decimal
approximation (round to two decimalplaces)
for the solution. \( 3 e^{7 x}=879 \)
Q:
Fill in the blank with the correct question word.¿ _______es tu nombre? (What is your name?)A. Para quéB. CuálesC. QuéD. Cuál
Q:
Define your variable, write an equation or inequality, and solve.
Pet supplies make a profit of \( \$ 5.50 \) per bag on its line of natural dog food. If the store wants to make
a profit of no less thgn \( \$ 5,225 \), how many bags of dog food does it need to sell?
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