The number of frogs living around a lake can be modeled by the function f(t)= 180(1.02), where t is time measured in months. Which is the approximate
number of frogs around the lake after 8 months?

200

frogs

Step-by-step explanation:

To get this, we simply substitute the value of 8 for t in the exponential equation

we have this;

f(8) = 180(1.02)^8

f(8) = 210.89

which is approximately 211

To the nearest hundredth, the approximate value is 200

There are 11 people in the room. It's almost like a trick question, out of the 11 tall people he is among the 9 shortest (Tall) people, so from the Third Tallest person to the Eleventh Tallest person they are considered the 9 Shortest (Tall) People. It's kind of hard to explain trick questions like that. The reason why i know that is because, In high school mathematics they try to trick you to see if you will get fooled or not. Its like saying you order a Large Pizza and the guy asks you how many slices do you want it cut into? No matter how many slices you cut the pizza up to, your still gonna eat the same amount of pizza.