Answer Happy

just need proper calculations and diagrams.asap. thank you
6919/pages/maybe useful-information-about-your-nieces-force-on-the-backpack 0 ☆ Update To find the FNiece on Backpack.y component, begin with the definition of the sine function: sin e opposite hypotenuse where the side opposite 0 is FNiece on Backpack,y and the hypotenuse is the magnitude Fiece on Backpack (notice that there are no vector signs over these labels because we are referring to its magnitude only). sin e Fuck Backpack Fallace Let's rearrange the above equation and solve for FNicce on Backpack,y FNice on Backpacks w = (Fiect on Backpack) (sin o) = (601) sin(20) Therefore, FNiece on Backpack.y = 20.5N FNiece on Backpack., is positive because it points in the same direction as the +y direction defined in the figure above. To find the Fiece on Backpack component, begin with the definition of the definition of the cosine function adjacent cos e hypotenuse where the side adjacent 0 is France em Backpack, and the hypotenuse is the magnitude FNiece on Backpack F. cose = Fum B Let's rearrange the above equation and solve for Fitce on Backpack.I FNiece on Backpack (FNice on Backpack) (cos 8) = (60N) cos(20) Therefore, Fiece on Backpack x = -56.4N Fen Backpack, is negative because it points in the direction opposite the + a direction defined in the figure above.
6919/pages/maybe useful-information-about-your-nieces-force-on-the-backpack 0 ☆ Update To find the FNiece on Backpack.y component, begin with the definition of the sine function: sin e opposite hypotenuse where the side opposite 0 is FNiece on Backpack,y and the hypotenuse is the magnitude Fiece on Backpack (notice that there are no vector signs over these labels because we are referring to its magnitude only). sin e Fuck Backpack Fallace Let's rearrange the above equation and solve for FNicce on Backpack,y FNice on Backpacks w = (Fiect on Backpack) (sin o) = (601) sin(20) Therefore, FNiece on Backpack.y = 20.5N FNiece on Backpack., is positive because it points in the same direction as the +y direction defined in the figure above. To find the Fiece on Backpack component, begin with the definition of the definition of the cosine function adjacent cos e hypotenuse where the side adjacent 0 is France em Backpack, and the hypotenuse is the magnitude FNiece on Backpack F. cose = Fum B Let's rearrange the above equation and solve for Fitce on Backpack.I FNiece on Backpack (FNice on Backpack) (cos 8) = (60N) cos(20) Therefore, Fiece on Backpack x = -56.4N Fen Backpack, is negative because it points in the direction opposite the + a direction defined in the figure above.
6919/pages/maybe useful-information-about-your-nieces-force-on-the-backpack 0 ☆ Update To find the FNiece on Backpack.y component, begin with the definition of the sine function: sin e opposite hypotenuse where the side opposite 0 is FNiece on Backpack,y and the hypotenuse is the magnitude Fiece on Backpack (notice that there are no vector signs over these labels because we are referring to its magnitude only). sin e Fuck Backpack Fallace Let's rearrange the above equation and solve for FNicce on Backpack,y FNice on Backpacks w = (Fiect on Backpack) (sin o) = (601) sin(20) Therefore, FNiece on Backpack.y = 20.5N FNiece on Backpack., is positive because it points in the same direction as the +y direction defined in the figure above. To find the Fiece on Backpack component, begin with the definition of the definition of the cosine function adjacent cos e hypotenuse where the side adjacent 0 is France em Backpack, and the hypotenuse is the magnitude FNiece on Backpack F. cose = Fum B Let's rearrange the above equation and solve for Fitce on Backpack.I FNiece on Backpack (FNice on Backpack) (cos 8) = (60N) cos(20) Therefore, Fiece on Backpack x = -56.4N Fen Backpack, is negative because it points in the direction opposite the + a direction defined in the figure above.
6919/pages/maybe useful-information-about-your-nieces-force-on-the-backpack 0 ☆ Update To find the FNiece on Backpack.y component, begin with the definition of the sine function: sin e opposite hypotenuse where the side opposite 0 is FNiece on Backpack,y and the hypotenuse is the magnitude Fiece on Backpack (notice that there are no vector signs over these labels because we are referring to its magnitude only). sin e Fuck Backpack Fallace Let's rearrange the above equation and solve for FNicce on Backpack,y FNice on Backpacks w = (Fiect on Backpack) (sin o) = (601) sin(20) Therefore, FNiece on Backpack.y = 20.5N FNiece on Backpack., is positive because it points in the same direction as the +y direction defined in the figure above. To find the Fiece on Backpack component, begin with the definition of the definition of the cosine function adjacent cos e hypotenuse where the side adjacent 0 is France em Backpack, and the hypotenuse is the magnitude FNiece on Backpack F. cose = Fum B Let's rearrange the above equation and solve for Fitce on Backpack.I FNiece on Backpack (FNice on Backpack) (cos 8) = (60N) cos(20) Therefore, Fiece on Backpack x = -56.4N Fen Backpack, is negative because it points in the direction opposite the + a direction defined in the figure above.
6919/pages/maybe useful-information-about-your-nieces-force-on-the-backpack 0 ☆ Update To find the FNiece on Backpack.y component, begin with the definition of the sine function: sin e opposite hypotenuse where the side opposite 0 is FNiece on Backpack,y and the hypotenuse is the magnitude Fiece on Backpack (notice that there are no vector signs over these labels because we are referring to its magnitude only). sin e Fuck Backpack Fallace Let's rearrange the above equation and solve for FNicce on Backpack,y FNice on Backpacks w = (Fiect on Backpack) (sin o) = (601) sin(20) Therefore, FNiece on Backpack.y = 20.5N FNiece on Backpack., is positive because it points in the same direction as the +y direction defined in the figure above. To find the Fiece on Backpack component, begin with the definition of the definition of the cosine function adjacent cos e hypotenuse where the side adjacent 0 is France em Backpack, and the hypotenuse is the magnitude FNiece on Backpack F. cose = Fum B Let's rearrange the above equation and solve for Fitce on Backpack.I FNiece on Backpack (FNice on Backpack) (cos 8) = (60N) cos(20) Therefore, Fiece on Backpack x = -56.4N Fen Backpack, is negative because it points in the direction opposite the + a direction defined in the figure above.
Maybe Useful Information about your niece's force on the backpack ents Milestone 4 tells you that your niece pulls on the backpack with a force of 60N at an angle 0 = 20', as defined in the figure below. This page will show you how you can take the Niece-on-Backpack force magnitude and use the angle to determine the x and y components of the niece on backpack force. nts Ons +y F Niece on Backpack (60N) FNiece on on Backpack,y i Ꮎ (20.5N) Fnie Niece on Backpack,x (56.4N) -SOLATE Coach ► +x opposite To find the FNiece on Backpack y component, begin with the definition of the sine function: sin hypotenuse where the side opposite 0 is FNicce on Backpack, and the hypotenuse is the magnitude FNicct on Backpack (notice that there are no vector signs over these labels because we are referring to its magnitude only) Nites on Back sin



You confirm the following information: . Your niece's force on the backpack is 60 N at an angle of 6 = 20°. its • You and your niece hold the backpack with arms at fixed, unchanging angles (ie. O and a do not change). • The backpack has a mass of 5.5kg and the lunch box has a mass of 2.5kg. • The elevator has an upward acceleration of ā elevator = 1.5. For simplicity, please use ğ = the downward direction. - 10 in