Ruangrat Natthanicha - Summative Criterion C And D
This document was uploaded by user and they confirmed that they have the permission to share it. If you are author or own the copyright of this book, please report to us by using this DMCA report form. Report DMCA
Overview
Download & View Ruangrat Natthanicha - Summative Criterion C And D as PDF for free.
More details
- Words: 420
- Pages: 6
By: Nicha
Salary Options Option 1 60,000 Baht a day
Option 2 You make 1 baht the first day, 2 baht the second day, 4 baht the third day, 8 baht the fourth day, etc (for 30 days)
I would choose option 2 because mathematically when number get multiply by two every single time the total amount of salary at the end will be very high. I have done things similar to this before so, I know that option 2 will end up with a higher amount of salary for sure.
Option 1 Algebraically: y = 60000x This is slope-intercept form y=mx + b with mx as the slope and b as the y-intercept. 60000x represent how each day goes up in a constant rate. There is no y-intercept except 0 in this graph because it start at 0 or the origin. This is the graph for option one with a constant rate of 60000. This graph represent each day earning more money at a constant rate of 6oooo. It start with day 0 and end with day 30 with 1800000 in total amount of salary
Option 1
Day 1
Day 10
Day 20
Day 30
60,000
600,000
1,200,000
1,800,000
Option 2 Algebraically: 2^d-1 (d = the number of days) D is numbers of days so as an example when it the 3 day it will be 2^3-1 = 4 This is the graph for option 2 starting from day 0 to day 30. There is no constant rate with only multiple by 2 of the previous amount of salary
Option 2
Day 1
Day 10
Day 20
Day 30
1
512
524,288
536,870,912
Which Salary is Better? Option 2
Option 1 Total pay after 30 days: 1,800,000
Total pay after 30 days: 536,870,912
Option 2 get more salary
Reflection What was difficult for you: It was difficult to finish this assignment in a limited time with many other subject summative due at the same time. Finding and explaining algebraically for option 2 because it is more difficult than option 1. What you learned: I learned that if you have low salary in the beginning and keep on waiting you could end up having a lot of salary. I would really like to have this salary option in the future. What you might do differently: I want to try to find a different ways to find algebraically how to find the total salary of option 2. I would like to see more ways that is simpler and easier to understand.
Salary Options Option 1 60,000 Baht a day
Option 2 You make 1 baht the first day, 2 baht the second day, 4 baht the third day, 8 baht the fourth day, etc (for 30 days)
I would choose option 2 because mathematically when number get multiply by two every single time the total amount of salary at the end will be very high. I have done things similar to this before so, I know that option 2 will end up with a higher amount of salary for sure.
Option 1 Algebraically: y = 60000x This is slope-intercept form y=mx + b with mx as the slope and b as the y-intercept. 60000x represent how each day goes up in a constant rate. There is no y-intercept except 0 in this graph because it start at 0 or the origin. This is the graph for option one with a constant rate of 60000. This graph represent each day earning more money at a constant rate of 6oooo. It start with day 0 and end with day 30 with 1800000 in total amount of salary
Option 1
Day 1
Day 10
Day 20
Day 30
60,000
600,000
1,200,000
1,800,000
Option 2 Algebraically: 2^d-1 (d = the number of days) D is numbers of days so as an example when it the 3 day it will be 2^3-1 = 4 This is the graph for option 2 starting from day 0 to day 30. There is no constant rate with only multiple by 2 of the previous amount of salary
Option 2
Day 1
Day 10
Day 20
Day 30
1
512
524,288
536,870,912
Which Salary is Better? Option 2
Option 1 Total pay after 30 days: 1,800,000
Total pay after 30 days: 536,870,912
Option 2 get more salary
Reflection What was difficult for you: It was difficult to finish this assignment in a limited time with many other subject summative due at the same time. Finding and explaining algebraically for option 2 because it is more difficult than option 1. What you learned: I learned that if you have low salary in the beginning and keep on waiting you could end up having a lot of salary. I would really like to have this salary option in the future. What you might do differently: I want to try to find a different ways to find algebraically how to find the total salary of option 2. I would like to see more ways that is simpler and easier to understand.
Related Documents
Bonnie Apis - Summative Criterion C And D
June 2020 10
Nan Sue Sugantai - Summative Criterion C And D
July 2020 4