41K Learn to define what the limit of a function is. Learn to describe the properties of limits and discover how to prove the properties of limits and see examples. Related to this QuestionExplain why the limit is indeterminate. Then evaluate. Limit as z appr...
why is 1 to the infinity in determinate? Why does X (when undefined in calculus) = 0? For example, y = x - 2 comes out to be y = -2 due to replacing x = 0. Explain. Prove \int \sin^{2}(x)+cos^{3}(x) dx=\frac{1}{12} (6x+9\sin(...
However, good programming practices and judicious use of compiler options allow you to control the tradeoffs. For example, it is sometimes useful to have a degree of reproducibility that goes beyond the inherent accuracy of a computation. Some software quality assurance tests may require close, or...
Why is 0 times infinity indeterminate? Zero is so small that itmakes everyone vanish, but infinite is so huge that it makes everyone infinite after multiplication. In particular, infinity is the same thing as "1 over 0", so "zero times infinity" is the same thing as "zero over zero",...
So, since = 1, that means that = 1. High School Teacher: Showing that approaches 1 as the positive value x gets arbitrarily close to zero does not prove that . The variable x having a value close to zero is different than it having a value ...
Three conditions must be satisfied for helicopter money always to boost aggregate demand. First, there must be benefits from holding fiat base money other than its pecuniary rate of return. Second, fiat base money is irredeemable – viewed as an asset by the holder but not as a liability by...
So, since = 1, that means that = 1. High School Teacher: Showing that approaches 1 as the positive value x gets arbitrarily close to zero does not prove that . The variable x having a value close to zero is different than it having a value of exactly zero. It turns out that is un...
Why is 1^{\infty} not 1? Does 3^(log_3(-5)) = -5? Why or why not? Why is 2^n = 2^(n-1) + 2^(n-1)? Why does e^(ln6) = 6? How does .34 come before .35? Why is 0^{\infy} not indeterminate? Why does cos(0) = 1?
Why is thelimx→31x−3nonexistent and not zero? Limits: We have a function that contains a linear term. We will find the right hand limit and the left hand limit by applying the limits. If the limits are equal then the limit exists or else it does not. ...
+ x^n = x^n +1 - 1/x - 1, where x does not equal 1 What is arctan(x) equal to? Why is infinity to the zero power indeterminant? Explai why (vec u + vec v) cdot (vec u times vec v) is 0. What is the principle argument of -1- \surd 3i? \ Find \ all \ ln(-...