ar21misfits ar21misfits

Today at 7:14 PM
English

Answered

Which should you do when two or more main ideas concern the same aspect or part of the work?

Write each one on a separate line.

Move them up.

Rearrange them.

Group them together.

Answer :

s20111605 s20111605

Today at 7:20 PM

Answer:

I would write each one on a separate line.

Explanation:

If you write them on a separate line but keep the together you can see that they concern the same aspect.

Answer Link

Other Questions

f(x) Suppose that f(x) and g(x) are differentiable functions such that t(0)=2, 1'(0)=7. g(0)=5, and g'(0)=6 Find h'(0) when h(x)=; g(x) h'(0) (Simplify your an

Noura runs 3 miles and 20 minutes.What is her rate of speed per minute?What is her rate of speed per hour?

3. Develop a series, as far as the term in t6, for cos 4t using the Maclaurin's series.

Solve the equation. Check your solutions. p-3√p=28 The solution set is. (Use a comma to separate answers as needed.)

Solve the equation. Check your solutions. p-3√p=28 The solution set is. (Use a comma to separate answers as needed.)

II. Direction: On a sheet of paper, write PLANE if it is a plane figure and SOLID if it is a solid figure1.shoebox2.floor tiles 3.ball4.wheel5.playing card6.wal

Balance net ionic equation? mg(s)+2cl(aq)=mgcl(aq)+h2(g)

which is the busiest sea route in the world

What is a hamming code? how many errors it can correct and detect?

2. Mettez les accents qui manquent.1. Elephant2. Garcon3. Noel4. Mere5. Etudiant6. Hotel

Problem #6: A 160 lb weight stretches a spring 20 feet. The weight hangs vertically from the spring and a damping force numerically equal to 4√√10 times the ins

Follow the steps below for the given function. (Do not use mixed numbers in your answers.) 2x + 9y = 7 Solve the equation for y. y = Differentiate this equation

3. Calculate the inverse Laplace transform of 3s +5 (a) (b) s³ +2s² - 15s 4s + 10 s² + 6s + 13 (c) 6 (s+4)7

2. Calculate the Laplace transform of the function 2t f(t) = 8 0 2t when 0 < t < 2 when 2 < t < 4 when t> 2

Problem #7: When a 4 kg mass is attached to a spring whose constant is 100 N/m, it comes to rest in the equilibrium position. Starting at t=0, a force equal to

find the Taylor polynomial of degree 4, centered at a= 4 for the function f(x)= sqrt (x+1) 1. Find the Taylor polynomial of degree 4, centered at a = 4 for the

2. Use the definition of the derivative to calculate f'(x) if f(x) = 2x²-x+1. (3 marks) 3. Find y'(z) where y= - G+ 1x)". (4 marks)

4. Use the Laplace transform to solve each initial value problem: y" + 5y' — 14y = 0 = (a) { } (b) y" + 6y' +9y y(0) = 0 & y (0) 1 & y'(0) = 0 = (c) y" + 2y' +

Let F(x) = x/0 sin(7t2) dt. Find the MacLaurin polynomial of degree 7 for F(x). Answer: pi Use this polynomial to estimate the value of 0.73/0sin dx. Answer:

The deflection of a beam, y(x), satisfies the differential equation 37 = w(x) on 0 < x < 1. Find y(x) in the case where w(x) is equal to the constant value 15,