John H

I lost two of my big guns with Fernandez and Prince for the year. Are they worth keeping around? It Is an 8-team rotisserie league with 7 keepers. I also have Zobrist and Zimmerman on the DL and I only have 2 DL spots. What do you think?

Standard 10 team ESPN league.

QB - Tony Romo

HB - Doug Martin

HB - Steven Jackson

WR - Roddy White

WR - Larry Fitzgerald

TE - Jason Witten

FLEX - Darren Sproles

D/ST - Packers

K - Randy Bullock

Bench - Torrey Smith

Bench - Rashard Mendenhall

Bench - Daryl Richardson

Bench - Chris Givens

Bench - Jermichael Finley

Bench - Alshon Jeffery

Bench - Matt Schaub

Rate it 1-10 and state anything I can do to improve my team.

Thanks in advance!

10 team keeper roto.

Team A gets

Edwin Encarnacion

Rafael Betancourt

Team B gets

Coco Crisp (off DL today)

Mike Minor

Is it fair? Who wins?

Thanks!

It's a normal ESPN 10 team league, no PPR.

I had 10th pick (with back to backs)

QB - Drew Brees

HB - CJ2K

HB - Jamaal Charles

WR - AJ Green

WR - Vincent Jackson

TE - Antonio Gates

Flex - Jeremy Maclin

D/ST - Lions

Kicker - Dan Bailey

Bench - Mark Ingram

Bench - Matt Schaub

Bench - Nate Washington

Bench - Lance Moore

Bench - David Wilson

Bench - Jermaine Gresham

Bench - Sidney Rice

What do you think? Where can I improve? Rate it 1-10. Thanks!

1. A particle is moving along the curve y=3sqrt(4x+4) . As the particle passes through the point(3,12) its -coordinate increases at a rate of 4 units per second. Find the rate of change of the distance from the particle to the origin at this instant.

2. Differential Equation Help Please!?

Solve the separable differential equation for

du/dt=e^(6u+2t)

Use the following initial condition:u(0)=-13 . u=?

It is not (-1/6) ln [-3e^(2t) + 3 + e^(78)]

3. Find the exact length of the polar curve described by: r=2e^.4theta on the interval [0,(1/6)]? Please write decimal answer to 5 places.

Homework Help Please!?

A particle is moving along the curve y=3sqrt(4x+4) . As the particle passes through the point(3,12) its -coordinate increases at a rate of 4 units per second. Find the rate of change of the distance from the particle to the origin at this instant.

Differential Equation Help Please!?

Solve the separable differential equation for

du/dt=e^(6u+2t)

Use the following initial condition:u(0)=-13 . u=?

Taylor Series- Quick Math Help?

Find T4(x): the Taylor polynomial of degree 4 of the function f(x)=arctan(8x) at a=0.

(You need to enter a function.) T4(x)=?

Length of Polar Curve Help Please?

Find the exact length of the polar curve described by: r=2e^.4theta on the interval [0,(1/6)]? Please write decimal answer.

The base of a certain solid is the area bounded above by the graph of y=f(x)=9 and below by the graph of y=g(x)=25x^2. Cross-sections perpendicular to the -axis are squares. (See picture above, click for a better view.)

Use the area formula The inegral of A(x)dx from a to b to find the volume of the solid.

Note: You can get full credit for this problem by just entering the final answer (to the last question) correctly. The initial questions are meant as hints towards the final answer and also allow you the opportunity to get partial credit.

The lower limit of integration is = (-3/5)

The upper limit of integration is = (3/5)

The side of the square cross-section is the following function of :

= ?

Thus the volume of the solid is = ?

Consider the parametric equation

x=19(costheta+thetasintheta)

y=19(sintheta-thetacostheta)

What is the length of the curve for theta =0 to pi/2?

Find the length of the arc formed by x^2=8y^3 from point A to point B, where A=(0,0) and B=(64,8) .

Find the average value of f(x)= (3/x^5)+8x on the interval [1,2]

1. If f(x)= the integral of t^3 dt from x to 12 then the derivative of f(x)=?

2. Find the derivative of the following function?

F(x)= (2t-1)^3 dt from x^3 to x^4

Evaluate the indefinite integral

((2/x^4)+(4/15x))dx.

The answer is not -2/(3 x^3)+(4ln(x))/15

Solve the separable differential equation for

du/dt=e^(6u+2t)

Use the following initial condition:u(0)=-13 . u=?

Find the volume of the solid obtained by rotating the region bounded by the given curves about the specified axis y=x^6,y=1,about y=10

As viewed from above, a swimming pool has the shape of the ellipse

x^2/2500+y^2/900=1

The cross sections perpendicular to the ground and parallel to the y-axis are squares. Find the total volume of the pool. (Assume the units of length and area are feet and square feet respectively. Do not put units in your answer.) Volume=?

Please Help

Find the area of the region bounded by r^2=162cos2theta????