Is someone able to explain how to solve this question? thanks
mmmmmmmmaaaaaaa Well-Known Member Joined Jun 11, 2021 Messages 1,412 Gender Male HSC 2022 Jul 8, 2022 #1 Is someone able to explain how to solve this question? thanks Attachments 1657203165340.png 78.1 KB Views: 29
jimmysmith560 Le Phénix Trilingue Moderator Joined Aug 22, 2019 Messages 4,665 Location Krak des Chevaliers Gender Male HSC 2019 Uni Grad 2022 Jul 8, 2022 #2 Would the following explanation help? The key to this question is that △Y = △C + △S. To illustrate how we get there: We know that MPS = △S/△Y, and MPC = △C/△Y and that MPS + MPC = 1. Combining these two things, this means that △C/△Y + △S/△Y = 1, and if we multiply both sides by △Y, we get: △Y = △C + △S Relating it to this question. △Y = 100 + 100 = 200 From there we calculate MPC and multiplier MPC = △C/△Y = 100/200 = 0.5 k = 1/(1-MPC) = 1/0.5 = 2
Would the following explanation help? The key to this question is that △Y = △C + △S. To illustrate how we get there: We know that MPS = △S/△Y, and MPC = △C/△Y and that MPS + MPC = 1. Combining these two things, this means that △C/△Y + △S/△Y = 1, and if we multiply both sides by △Y, we get: △Y = △C + △S Relating it to this question. △Y = 100 + 100 = 200 From there we calculate MPC and multiplier MPC = △C/△Y = 100/200 = 0.5 k = 1/(1-MPC) = 1/0.5 = 2
mmmmmmmmaaaaaaa Well-Known Member Joined Jun 11, 2021 Messages 1,412 Gender Male HSC 2022 Jul 8, 2022 #3 jimmysmith560 said: Would the following explanation help? The key to this question is that △Y = △C + △S. To illustrate how we get there: We know that MPS = △S/△Y, and MPC = △C/△Y and that MPS + MPC = 1. Combining these two things, this means that △C/△Y + △S/△Y = 1, and if we multiply both sides by △Y, we get: △Y = △C + △S Relating it to this question. △Y = 100 + 100 = 200 From there we calculate MPC and multiplier MPC = △C/△Y = 100/200 = 0.5 k = 1/(1-MPC) = 1/0.5 = 2 Click to expand... Yes that helps Thank you
jimmysmith560 said: Would the following explanation help? The key to this question is that △Y = △C + △S. To illustrate how we get there: We know that MPS = △S/△Y, and MPC = △C/△Y and that MPS + MPC = 1. Combining these two things, this means that △C/△Y + △S/△Y = 1, and if we multiply both sides by △Y, we get: △Y = △C + △S Relating it to this question. △Y = 100 + 100 = 200 From there we calculate MPC and multiplier MPC = △C/△Y = 100/200 = 0.5 k = 1/(1-MPC) = 1/0.5 = 2 Click to expand... Yes that helps Thank you