Question about Office Equipment & Supplies

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Posted on Jan 02, 2017

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Firebird App.
Pontiac Part #
Duration @ .050 Degrees Int/Exh
Adv Duration Degrees Int/Exh
Lobe Center Degrees Int/Exh
Lobe Separation Angle
Overlap
Cam Lift Int/Exh
Gross Lift Int/Exh

(1.5:1 Ratio Rocker) Gross Lift Int/Exh

(1.65:1 Ratio Rocker) 1977 TA6.6 549431 274/289 62 .249/.270 .374/.406 .411/.446 1978 TA6.6 10003402 273/289 54 .270/.271 .406/.407 .446/.448 1979 TA6.6 10003402 274/298 55 .249/.270 .374/.406 .411/.446 1967 400, 1968 350, 1973-76 400 w/ AT 9779**066**(E) OEM
200/210
273/282
106/116
111.25
55
.272/.271
.408/.407
.449/.448
1967-68 400HO w/ MT
9779**067**(P) OEM
200/213
273/289
113.5
54
.272/.271
.408/.407
.449/.448
1968 400 HO MT & RA-I AT, 1969 350 HO MT, 1969 400 MT, 1970

RA-III MT/AT, 1971-72 455 HO MT 9779**068**(S)

OEM 212/225 288/302 113/118 116 63 .272/.271 .408/.407 .449/.448 1967 RA MT/AT, 1968 RA-I MT,

(Some 1969 GTO RA-III MT) 9785**744 **(H)

OEM 224/236 301/313 112/119 115 76 .272/.271 .408/.407 .449/.448 1968-70 RA-II & RA-IV MT/AT 9794**041**

(T) OEM 230/240 308/320 112/115 114 87 .313/.313 .470/.470 .516/.516 (Stock in RAIV)

(1.5:1 Ratio Rocker) Gross Lift Int/Exh

(1.65:1 Ratio Rocker) 1977 TA6.6 549431 274/289 62 .249/.270 .374/.406 .411/.446 1978 TA6.6 10003402 273/289 54 .270/.271 .406/.407 .446/.448 1979 TA6.6 10003402 274/298 55 .249/.270 .374/.406 .411/.446 1967 400, 1968 350, 1973-76 400 w/ AT 9779

RA-III MT/AT, 1971-72 455 HO MT 9779

OEM 212/225 288/302 113/118 116 63 .272/.271 .408/.407 .449/.448 1967 RA MT/AT, 1968 RA-I MT,

(Some 1969 GTO RA-III MT) 9785

OEM 224/236 301/313 112/119 115 76 .272/.271 .408/.407 .449/.448 1968-70 RA-II & RA-IV MT/AT 9794

(T) OEM 230/240 308/320 112/115 114 87 .313/.313 .470/.470 .516/.516 (Stock in RAIV)

Sep 20, 2017 | Pontiac Cars & Trucks

30 and 80.

If this is homework, be sure to show your work.

If this is homework, be sure to show your work.

Nov 15, 2016 | Office Equipment & Supplies

Just open the Y= equation editor and enter your equation. Use X for T. Make sure the angle unit is in radians.

Nov 10, 2014 | Texas Instruments TI-89 Calculator

You do have many math questions.** If you expect us to do your homework for you, you should post under an appropriate category.** I started this morning answering this question with time-consuming diagrams but did not finish and did not post the answer. During the day I tried to locate your question but for the longest time could not until I launched an all Google search over the Internet and found it. Why should anybody go through all this grief to help you? **Well I just did not want my previous work to go to waste.**

I hope it helps somebody.

OACB is a parallelogram. R is the resultant.

Use the cosine law in the triangle OAC

**R^2=(F_1)^2+(F_2)^2 -2(F_1)(F_2) cos (angle OAC)**

Replace the variables by their known values and reduce your equation to** cos (angle OAC) =-53/112**. Solve for **angle OAC** in degrees

**angle OAC =arccos(-53/112)**. The angle between the two vectors is the **supplementary of angle OAC**

I hope it helps somebody.

OACB is a parallelogram. R is the resultant.

Use the cosine law in the triangle OAC

Replace the variables by their known values and reduce your equation to

Dec 05, 2013 | Western Digital My Book Essential Edition...

variables not defined, 3/2 not a valid argument. How did this pop up under my bissell proheat 2 search?

Oct 22, 2013 | Western Digital My Book Essential Edition...

The inverse sine and cosine equations mean "angle who's sine/cosine is:" The bounds of the arguments for these functions must be between 1 and -1, the maximum and minimum values of the sine and cosine functions, because no angle can have a sine or cosine that is greater than 1 or smaller than -1. Also it should be noted that the inverse sine/cosine function is not the same as 1/sine or 1/cosine, although the symbol makes it look like that.

Mar 08, 2011 | Texas Instruments TI-84 Plus Calculator

I assume that if you want to input the equation it is with the intent to solve it. If that be the case then what follows will help you input and solve any equation (linear, quadratic, trig, etc.)

Make sure the calculator angle unit is the same as your problem requires (degree, radian, grad). Here are some screen capture to help you. Change the equation to yours.

To enter the equation in screen above, use the right arrow.

You have to enter an initial guess on line X=, a default value may be supplied by calculator: It depends on last value stored in X. Once a value is entered press the F6 key to SOLV

Press F1: Rept if you want to solve another equation.

Make sure the calculator angle unit is the same as your problem requires (degree, radian, grad). Here are some screen capture to help you. Change the equation to yours.

To enter the equation in screen above, use the right arrow.

You have to enter an initial guess on line X=, a default value may be supplied by calculator: It depends on last value stored in X. Once a value is entered press the F6 key to SOLV

Press F1: Rept if you want to solve another equation.

Nov 13, 2010 | Casio FX-9860G Graphic Calculator

x^2=-3x+28
x^2+3x - 28 = 0
D=9+112=121>0
x1=(-3+11)/2 = 4
x2=(-3-11)/2 = -7

Jun 03, 2010 | Bagatrix Precalculus Solved Full Version...

use complex mode

Nov 19, 2009 | Casio FX-300MS Calculator

Hello this is Baris,

First off all when you say hypotinuse I think it is a 90 Degree triangle. Total of the angles off a triangle is 180 degree. So it is a simple algebra question.

Hypotinuse is 90

Right angle is R

Left angle is L

Total is 180

Equation is 90+ R +L = 180

We are looking for R, so lets arrange our equation.

R= 180 - 90 - L

R= 90 - L

This is our formula for excel

Lets put it in the excel

Type in A1 "hypotinuse "

Type in A2 "Left Angle"

Type in A3 "Right Angle"

Type in B1 90

Type in B2 "whatever the value given for the left angle"

Type in B3 =90-B2

As soon as you change the value in the cell B2, B3 will change by itself. Hope this helps :)

First off all when you say hypotinuse I think it is a 90 Degree triangle. Total of the angles off a triangle is 180 degree. So it is a simple algebra question.

Hypotinuse is 90

Right angle is R

Left angle is L

Total is 180

Equation is 90+ R +L = 180

We are looking for R, so lets arrange our equation.

R= 180 - 90 - L

R= 90 - L

This is our formula for excel

Lets put it in the excel

Type in A1 "hypotinuse "

Type in A2 "Left Angle"

Type in A3 "Right Angle"

Type in B1 90

Type in B2 "whatever the value given for the left angle"

Type in B3 =90-B2

As soon as you change the value in the cell B2, B3 will change by itself. Hope this helps :)

Sep 27, 2009 | Microsoft Excel for PC

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