A population of 55 foxes in a wildlife preserve quadruples in size every 11 years. The function y equals 55 times 4 Superscript x, where x is the number of 11-year periods, models the population growth. How many foxes will there be after 33 years?
880
To find out how many foxes there will be after 33 years, we need to calculate the value of y when x is 33.
The given function is y = 55 * 4^x, where x represents the number of 11-year periods.
For this case, x = 33 years / 11 years per period = 3 periods.
Substituting x = 3 into the function, we have:
y = 55 * 4^3
y = 55 * 4 * 4 * 4
y = 55 * 64
y = 3520
Therefore, after 33 years, there will be 3520 foxes in the wildlife preserve.
what is the answer
Y = 55*4^x.
X = 33/11 = 3,
Y = 55*4^3 =