If you can answer as much as you can an show work

jake is observing the population growth of insects. he started with 24 insects and the population triples every day.
use x to represent the # of days and y to represent the population of insects. write an equation to represent the scenario.

tell if each equation represents exponential growth, exponential decay or neither.
f(t)=2/5 (7/3)^t

p=22(1.76)^x

v=1/3 (0.45)^x

w=3.2(x)

g(x)=4.2(1/3)^x

what is the y intercept of the exponential function?

f(x)= -1/3 (3)^(x+3)-1

what is the exponential form of the logarithmic equation?
4=〖log〗_0.7 0.2401

what is the value of the logarithm? round answer to nearest ten thousandth.

ln⁡(175)

tell if each statement about the equations y=〖log〗_5 x and y=5^x are true or false. explain your answers.
the graphs of the equations are symmetric to each other over line y = 0.
the equation y=5^x is the exponential form of y=〖log〗_5 x.
the functions are not inverses of each other.
the equations are symmetric over the line y = x.

solve the equation.

y=〖log〗_5 0.04

find the exact value of x.

〖4∙6〗^3x=428

solve for x.

3^6x=〖27〗^(x+10)

the function f(x)=logx is transformed into the equation f(x)=log⁡(1/3 x). identify the parameter and the effect the parameter has on the parent function.

what are the x and y intercepts of the function? round to the nearest hundredth.

y=log⁡(5x+6)-3

graph the logarithmic function:

f(x)=ln⁡(x-4)