Please help with inputting **Component Method for Problem 2:****Calculate the X-Component of the Forces:**\[R_x = 175 \cos 60^\circ + 130 \cos 160^\circ \]\[R_x = -34.66 \, \text{gm}\]**Calculate the Y-Component of the Forces:**\[R_y = 175 \sin 60^\circ + 130 \sin 160^\circ \]\[R_y = 196.2 \, \text{gm}\]**Calculate the Magnitude of the Resultant:**\[R = \sqrt{(R_x)^2 + (R_y)^2}\]\[= \sqrt{(-34.66)^2 + (196.2)^2}\]\[R = 199.24 \, \text{gm}\]**Calculate the Direction:**\[\theta = \tan^{-1} \left[ \frac{R_y}{R_x} \right]\]\[= \tan^{-1} \left[ \frac{196.2}{-34.66} \right]\]\[\theta = 80^\circ\] **Part 2: Component Method***Do this only!*Using the component method, determine the magnitude and direction of the forces described in Part 2 and analytically determine the magnitude and direction of their resultant. Record your results in the table below.**Component Determination**| Vector | Magnitude | X-Component | Y-Component ||--------|-----------|-------------|-------------|| 1 | | | || 2 | | \(R_x =\) | \(R_y =\) |Resultant \( R = \) __________\( \Theta_R = \) __________

A force is a vector quantity that is applied to an object of mass m which results in a change in…

Calculate the x-component of the forces. R =175 cos 60° +130 cos 160° %3D R =-34.66 gm %3D Calculate the x-component of the forces. R, = 175 sin 60° +130 sin 160° %3D R, = 196.2 gm Calculate the magnitude of the resultant. R = (R,) +(R,) %3D (-34.66) +(196.2)* R= 199.24 g %3D Calculate the direction. R, -1 = tan R (196.2) -1 = tan (-34.66) = 80°

Calculate the x-component of the forces. R =175 cos 60° +130 cos 160° %3D R =-34.66 gm %3D Calculate the x-component of the forces. R, = 175 sin 60° +130 sin 160° %3D R, = 196.2 gm Calculate the magnitude of the resultant. R = (R,) +(R,) %3D (-34.66) +(196.2)* R= 199.24 g %3D Calculate the direction. R, -1 = tan R (196.2) -1 = tan (-34.66) = 80°

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

i can not figure this out. the answer i out was wrong
Hand writing
← → C Help Centre WP View Policies Number NWP Assessment Builder Ul App X wwNWP Assessment Player Ul Appli X b Home | bartleby education.wiley.com/was/ui/v2/assessment-player/index.html?launchid=03be40d5-94c7-456c-a175-078cbc7944fc#/question/20 myMapúa: Welcome Microsoft Office Ho... Courses Microsoft Teams -... Mail-ALLYSON VIV... Parent Portal | Mapu.... MathWorks - Make... ps Turning Point - Parti... Explore GitHub ● Save for Later 34°C Sunny - H Current Attempt in Progress A resistor is connected across the terminals of a 9.0-V battery, which delivers 1.3 x 105 J of energy to the resistor in 4.0 hours. What is the resistance of the resistor? Units x + Q Search a ☆ * ENG US 0 X D ⠀ 33 Attempts: 0 of 3 used Submit Answer 2:27 pm 18/03/2023
PLEASE REDO THIS AND ANSWER IN GOOD HANDWRITING
Please answer ASAP
How do you write a fraction in simplest form?
Suppose two variables are inversely related and graphing the dependent variable versus the independent variable gives a straight line. Does the line have a negative or a positive slope? Explain your answer.
Which of the following is true? 0 kxk=1 Ok+k=j 0 kxk=2 Ⓒjxk=î Type here to search
The outside temperature can be estimated based on how fast crickets chirp. At 104 chirps per minute, the temperature is 6363 °F. At 176 chirps per minute, the temperature is 8181 °F. Using this information, you can make a formula that relates chirp rate to temperature. Assume the relationship is linear, that is the points form a straight line when plotted on a graph. What is the temperature if you hear 156156 chirps per minute?
Need help with these problems