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This is definitely a good start to figuring out your ideal day, but I was wondering what kind of chores you do in the morning. I was curious as to why you skipped directly to lunch time after them. Seems to me like you’ve got a lot to do every morning. :O
Welcome to the Habit Challenge, Brian! As you proceed with the challenge, you eventually won’t need motivation to do your habits. I look forward to seeing how you fare in the Habit Challenge. 🙂
It’s good to know you already have a lot of pre-established habits, and that you have developed a way to keep track of them. That being said, make sure that the other habits you have listed are developed habits and not developing habits. If some of them are still being developed, then make sure to keep count. The maximum number of habits you can simultaneously develop is 3, but the recommended number is always one.
Seems like you know what you want in life, Tyrone. I take it the 9 to 5 work you want is related to computer studies as well? What specific branch of computer studies are you interested in?
Your ideal day seems very straightforward! :O Make sure you’ve taken into account the six human needs based on the workbook for Keystone Habits.
Hey, Tyrone! It’s good to know that you are looking to become someone that doesn’t stop studying even if it gets boring. I think it’s a good idea to look for books that specify what skill level is appropriate for you. Some books will be beginners guides, others at the intermediate level, and others at the advanced level. You’ll need to be aware of this so that you don’t get overwhelmed by picking up a book that will still be beyond your capabilities.
Welcome to the Habit Challenge, Tyrone! Yours will be an interesting journey since you’ll be taking the challenge alongside school activities and requirements. As you proceed with the challenge, you’ll learn how to make it so that nothing can stop you from doing your habits. Good luck and do your best with the Habit Challenge!
Happy New Year, Amber! 🙂 You don’t have to indefinitely increase the intensity of your habit. If 4 hours is the highest you can go, you can stop there. Your habit should enrich your life, not consume it. 🙂
Hi, Bradley! Welcome to the Habit Challenge!
As you progress, you’ll learn exactly how to maintain your habit so that you won’t even need willpower and motivation. 🙂 You’ve got great ambition and you will see that consistency is the key to making your dreams come true. I look forward to seeing you go through the Habit Challenge Workbooks. 😀
Hey, Amber! As you progress through the Habit Challenge, you will learn about boredom and how to embrace it. Keep completing the workbooks and you’ll be on the right path to making your reading routine a habit. 🙂
It’s a good idea to put some variety into your day. 🙂 You’re off to a good start, Amber! Merry Christmas to you too! 😀
Hi Dale,
Sorry about the late reply. Somehow missed the question.
Here are the steps:
3594 x 11 = _ _ _ _ _
1. First digit becomes the first digit of the answer.
So 3 becomes the first digit of the answer.3594 x 11 = 3 _ _ _ _
2. Each digit needs to be added to its neighbor on the right.
First 3 + 5 = 8
3594 x 11 = 3 8 _ _ _
Next 5 + 9 = 14. Carrying over 1, the 8 becomes 9.
3594 x 11 = 3 9 4 _ _
Next 9 + 4 = 13. Carrying over 1, the 4 becomes 5.
3594 x 11 = 3 9 5 3 _
3. Last digit becomes the last digit of the answer.
4 becomes the last digit of the answer.
3594 x 11 = 3 9 5 3 4.
Hope this clarifies.
Welcome to the Habit Challenge, Amber! The videos/documents/audio files for the course often use Reading Habits as an example. You will easily be able to figure out how to make reading a habit. 🙂 Good luck with the habit challenge, and I look forward to hearing more from you. 😀
Hi. This is course is restricted to mental arithmetic.
Hi Diego,
Here is an example 98 x 11
First digit becomes the first number of the answer.
So 9 in becomes the first digit of the answer98 x 11 = 9 _ _
Sum of the two digits becomes the next digit digit of the answer.
So the sum of the two digits of 98 is 9+8 = 17.Since there are two digits in 17 we carry over the 1 in 17. So adding 1 from 17 to first calculated digit 9 we get 9+1 =10
98 x 11 = 10 _ _
The 7 of 17 becomes the next digit of the answer.
98 x 11 = 107 _
The last digit becomes the last number of the answer.
So 8 which is the last digit becomes the last number of the answer.
98 x 11 = 1078Let me know if this helped.