Homework1 (3).pdf+Homework 10仚ⓘfile:///C /Users/zach/AppData/Local/Packages/Microsoft MicrosoftEdge Swekyb3d8bbwe/TempState Downloads/Homeworki %20(3) pdfD Page view | A) Read aloudる囧う久Add notes2ノロFitto page+ー1 of 2due on Tuessday, May 21, 11:59pm, online as pdf1. Calculate the following limits NOT using l'Hôpital's rule but only relying on propertiesof limits, trigonometric functions and the fact proved in class that li1:sin(4y)y0 sin (2y)tan(z)r81b) itan()a) limr-0 tan(z)sin(y) cos(v)e) li sin(2u)1 - cos (2)d) lim2-0 422f) limz0 COS(2)2. Calculate the same limits as in problem 1., however now using l'Hopital's rule.(by whatever method you like as long as vou3. Calculate the following limits of fr11:36 PM︿瘾ロ伝5/21/2019O Type here to search

Question
Asked May 22, 2019
5 views

Need solution to 1b.

Homework1 (3).pdf+
Homework 1
0
仚
ⓘ
file:///C /Users/zach/AppData/Local/Packages/Microsoft MicrosoftEdge Swekyb3d8bbwe/TempState Downloads/Homeworki %20(3) pdf
D Page view | A) Read aloud
る囧う
久Add notes
2
ノロFitto page
+
ー
1 of 2
due on Tuessday, May 21, 11:59pm, online as pdf
1. Calculate the following limits NOT using l'Hôpital's rule but only relying on properties
of limits, trigonometric functions and the fact proved in class that li1:
sin(4y)
y0 sin (2y)
tan(z)
r81
b) itan()
a) lim
r-0 tan(z)
sin(y) cos(v)
e) li sin(2u)
1 - cos (2)
d) lim
2-0 422
f) lim
z0 COS(2)
2. Calculate the same limits as in problem 1., however now using l'Hopital's rule.
(by whatever method you like as long as vou
3. Calculate the following limits of fr
11:36 PM
︿瘾ロ伝5/21/2019
O Type here to search
help_outline

Image Transcriptionclose

Homework1 (3).pdf+ Homework 1 0 仚 ⓘ file:///C /Users/zach/AppData/Local/Packages/Microsoft MicrosoftEdge Swekyb3d8bbwe/TempState Downloads/Homeworki %20(3) pdf D Page view | A) Read aloud る囧う 久Add notes 2 ノロFitto page + ー 1 of 2 due on Tuessday, May 21, 11:59pm, online as pdf 1. Calculate the following limits NOT using l'Hôpital's rule but only relying on properties of limits, trigonometric functions and the fact proved in class that li1: sin(4y) y0 sin (2y) tan(z) r81 b) itan() a) lim r-0 tan(z) sin(y) cos(v) e) li sin(2u) 1 - cos (2) d) lim 2-0 422 f) lim z0 COS(2) 2. Calculate the same limits as in problem 1., however now using l'Hopital's rule. (by whatever method you like as long as vou 3. Calculate the following limits of fr 11:36 PM ︿瘾ロ伝5/21/2019 O Type here to search

fullscreen
check_circle

Expert Answer

Step 1

Part 1b.

In this question, we have a function for which we have to solve limits, function is given below;

fullscreen
Step 2

Calculations have shown below, 

The limi...

fullscreen

Want to see the full answer?

See Solution

Check out a sample Q&A here.

Want to see this answer and more?

Solutions are written by subject experts who are available 24/7. Questions are typically answered within 1 hour.*

See Solution
*Response times may vary by subject and question.
Tagged in

Math

Calculus

Limits

Related Calculus Q&A

Find answers to questions asked by student like you
Show more Q&A
add