Can anyone help me with this question, it asks Which function shows an increasing rate of growth?
A. h(x)=99(0.95)x
B. h(x)=99(1.05)x
C. h(x)=1.05x
D.h(x)=0.95x
Thank you

Can anyone help me with this question it asks Which function shows an increasing rate of growth A hx99095x B hx99105x C hx105x Dhx095x Thank you class=

Respuesta :

841220

Answer:


Step-by-step explanation:

the correct answer is B

Answer: Option B

Step-by-step explanation:

An increased rate of growth refers to exponential growth.

Are those of the form "An amount X increases by a 10% every year"

Then, if in year 0 you have X

in year 1 you have X + 0.1*X = X*1.1

in year 2 you have (X*1.1) + (X*1.1)*0.1 = X*1.1*1,1 = X*1.1^2

and in year n, you have X*1.1^n

Then, an increasing rate of growth is usually described by a number bigger than 1 potentiated by the variable; in this case, the correct option is option b:

h(x)=99(1.05)^x  

(where the sign ^ is missing in the question)