Let f be defined on a neighborhood of xo. Show that if ø is defined on a neighborhood of to and continuous at to with x = $(t) and xo = $(to) then lim f(x) = lim f($(t)). t→to

Q: 9 48° 14

A: Given that:

Q: 8 15

A:

Q: 32 26

A: Use, sin(theta) = Perpendicular/Hypotenuse

Q: 54 22

A: Given figure,

Q: 8 54 48

A:

Q: 55 110

A: Given that: 5=55110

Q: 70 52.5

A:

Q: 32 14

A:

Q: L K M In AKLM, LM = 7 and mZK = 45. Find KL. Leave your answer in simplest radical form.

A: Consider the triangle  LM=7m∠k=45

Q: 2309 4

A: It is just a division of numbers.

Q: 30 45

A: To find the length of the hypotenuse and adjacent sides of a triangle.

Q: 4 35 28

A: Given data: The given triangle is shown below.

Q: 8. 5 912

A:

Q: 7. What are mzQ and mzR?

A:

Q: 22 6

A: Find the angle x .

Q: 216 5 5 6

A: B) It is a long division method used to divide.

Q: 707 55. 12

A: Consider the given expression as 70712

Q: 36 60

A:

Q: 90.8 +178

A: Addition of the given numbers  90.8 +178 = 268.

Q: 36 85

A: Given, A right triangle with one leg 36  and hypotenuse is 85  We have to find the length of other…

Q: 1 5 8

A: Given,          58÷14

Q: 2322

A: Explanation and solutions is given below....

Q: 11 4.

A:

Q: 240 a 250

A: To find the value of a from the given figure.

Q: 1/2 3/4 a 5/6 7/8 9/10 11/12 b 13/14 15/16 d. m 29 = 6x and m Z11 = 120. Find the value of x so that…

A: since the line is parallel to each other then their corresponding angles are equal.

Q: 60 yd 47 yd О 47 52 55 58

A:

Q: Use de Moivre’s theorem with n = 4 to prove that cos(4θ) = 8 cos^4 (θ) − 8 cos^2 (θ) + 1

A:

Q: 1 (d) Last week, Amy walked a median of 7.5 kilometres each day. 1 kilometre = 0.6 miles The table…

A:

Q: X%3D

A:

Q: 2)148

A: We can solve this as follows:

Q: 84 86 100

A: From the fact that, opposite angles are supplementary for an inscribed quadrilateral,  it can be…

Q: 3.4 +3.198

A: Consider

Q: m21, m22, m3 2 56 43 3.

A: Given diagram is,