Question: Let 12 [a,] C be closed paths and define y(t) = 1(t)%(t) and T(t) = 1(t) + 2(t) (y [a,]). (iii) Show that if

Let 12 [a,] C be closed paths and define y(t) = 1(t)%(t) and T(t) = 1(t) + 2(t) (y [a,]). (iii) Show that if |71(t)|>|72(t)| for t [a, ], then n(,0) = n(%1,0).

Step by Step Solution

★★★★★

3.45 Rating (158 Votes )

There are 3 Steps involved in it

1 Expert Approved Answer

Step: 1 Unlock

Leta BC be closed paths and definet t and t t 12t y To show that if 1t 12t ... View full answer

Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock

Step: 3 Unlock

Students Have Also Explored These Related Mathematics Questions!

The Pan American Bottling Co. is considering the purchase of a new machine the would increase the speed of bottking and save money. The net cost pf this machine is $45,000. The annual cash flows have...

In Problems 2734, determine whether each function is linear or nonlinear. If it is linear, determine the slope. X -2 -1 0 1 2 y = f(x) -8 -3 0 1 0

The augmented matrix is in reduced row-echelon form and represents a system of linear equations. If possible, solve the system. 1 0 01 0 2 -1 00 0 4 -3 0

Kindly provide answer and supporting workings for Qn 1b & Qn 3a,3b for ACC217. ACC217 Accounting Information Systems Assignment 2 - Group-based Assignment January 2017 Presentation ACC217 Assignment...

Describe, and estimate the costs of, procedures to (a) insert a new item into an existing heap; (b) delete the topmost item from a non-empty heap; (c) starting from an array holding N items in...

You$must$attach$this$cover$page$to$the$front$of$your$HW$or$you$will$lose$5$points.$ $ $ APMA$1860$Homework$2$ $ $ First$Name:$____________________________$$$Last$Name:$______________________________$...

Good Morning PAtutor, Kindly find attach a copy of the questions that I spoke to you about. I also attach a copy of notes there. Look forward to heading from you. Broken Budgets? The traditional...

D F G K L Hturn Z X C V B N M ) - x In(y?). 1xx(2.3) north. The angle D between magnetic north and true north is called the magnetic declination. Use Figure 10 to determine which of the following...

5.2 MATHEMATICAL INDUCTION E PROVING FORMULAS 287 5. Fill in the missing pieces in the following proof 7. For every integer n 2 1, that 1+3+5+.--+(2-1)=m' 1+6+11+16+ + (50-4) = 2034-3) 2 for every...

CHAPTER 15 DIFFERENTIATION IN SEVERAL VARIABLES 10. Determine whether the partial derivatives af /ax and af/dy are posi- tive or negative at the point P on the graph in Figure 6. 29 . W = erts 30. Q...

What would your answer to Prob. 8 - 119 be if heat were supplied to the pressure cooker from a heat source at 180C instead of the electrical heating unit? 4 L. 175 kPa 750 W FIGURE P8-119

The Welding Department of Thorpe Manufacturing Company has the following production and manufacturing cost data for February 2012. All materials are added at the beginning of the process....

1. Translate the following into standard-form categorical propositions. Any bank that makes too many risky loans will fail.

What are the transport trade-offs? How does bulk cargo differ to container transport? What are the implications of long supply chains on the use of containers?

Reflect on the culmination of your thoughts about becoming an entrepreneur. Rather than crafting a statement about your beliefs in general, you are asked to write a concise summary of your beliefs...

Three point charges of + 5C, + 5C and + 5C are placed at the vertices of an equilateral triangle which has sides 10 cm long. Find the force on each charge.

Choose the correct word: 1. The baby_______ when she tries to walk. falls fall fell 2. Our cat _______ the trees in our garden. climbs climbing climbed 3. We are _______ our favorite song. sings...

Khamsah Mining Company has purchased a tract of mineral land for $900,000. It is estimated that this tract will yield 120,000 tons of ore with sufficient mineral content to make mining and processing...

This questicont 1 points ) poss ble Find unit vectors in the directions in which the function f increases and decreases most rapidly at P 0 . Then find the directional derivatives of the function in...

If (1) N G, then N = G; hence G is simple. [Use Exercise 18 to show P

Let be the category whose objects are all finite dimensional vector spaces over a field F (of characteristic 2,3) and whose morphisms are all vector-space isomorphisms. Consider the dual space V*...

Let Q be a (fixed) algebraic closure of Q and Q, Q. Let E be a subfield of Q maximal with respect to the condition Q. Prove that every finite dimensional extension of E is cyclic.

Kareem bought a rental house in March 2011 for $300,000, of which $50,000 is allocated to the land and $250,000 to the building. Early in 2013, he had a tennis court built in the backyard at a cost...

What are the maximum postponed gain or loss and the basis for the replacement property for the following involuntary conversions?