i need help asap
@tkhunny @Jamierox4ev3r
@tkhunny
@mhchen
Where is the question
its a screenshot...........
those look like notes or something to me...
yea no question
Is there any specific problem that we can I help you with?
Exponential functions f(x)=a(b)x, where a is the y-intercept and b is the base of the exponential expression. f(x)=P(1+r)x, where P is the principal amount and r is the rate of change in decimal form. Power of a Power Property A function f(x)=a(b)cx can be represented as f(x)=a(bc)x. Key Features The y-intercept of an exponential function is equal to the a or P, depending on the form used. It is the starting amount in a real-world scenario. The domain for mathematical applications is usually all real numbers. However, limitations could exist depending on the scenario the question is in. The range will have a limit as standard exponential functions do not cross the x-axis. Similar to the domain, careful attention must be paid to the range in real-world scenarios. The average rate of change is the change in the output of the function over a section of the domain. Average Rate of Change = f(b)−f(a) b−a
that i s what i need help with
@Zyi6
Are you just having trouble understanding the concepts explained in the screenshots?
yes, i dont know how to do it . Plase help
ok. So do you have any example problems to help explain? If not that is okay.
i dont
Not a problem. I can get some for us to work with. brb.
@Zyi6 Why not just do what its asking usin the homework?
Because there are no example problems in the screenshot you posted.
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