chapsticks said:I'm not sure.
chapsticks said:well I plugged it into my calculator
Right.chapsticks said:I used a different method.. but that answer sin(sin(0))/0 does not exist right
Positive integers are whole numbers that are greater than zero. They do not include any decimal or fractional parts.
The purpose of finding limits for positive integers is to determine the behavior of a function as the input values approach a certain value. This can help in understanding the overall behavior and trends of a function.
To find the limits for positive integers, you can use algebraic methods such as direct substitution, factoring, or using limit laws. You can also use graphical methods or numerical methods such as tables or calculators.
The key properties of limits for positive integers include the limit laws, which state that the limit of a sum, difference, product, or quotient of two functions is equal to the sum, difference, product, or quotient of their individual limits. Another important property is the squeeze theorem, which helps to determine the limit of a function by comparing it with other known functions.
Limits are important in mathematics and science because they help to define and understand the behavior of functions, which are essential in many real-life applications and models. They also allow us to make predictions and approximations, which are crucial in problem-solving and decision-making.