9 Ways to be Happy and Make Something of your Life- Gordon B. Hinckley
- Be grateful
2. Be Smart
3. Be Involved
4. Be clean
You have to be clean to be happy because you feel less stress.
5. Be True
Another was to be happy is to tell the truth.Your going to be more happy if you tell the truth to someone.I know its hard to tell the truth but its better if they found out now then later because you are going to regret it later on in life.First that person is going to be mad but they will get over it later on.If you tell the truth people will want to be around you more and they could trust you with things.
You have to be clean to be happy because you feel less stress.
5. Be True
Another was to be happy is to tell the truth.Your going to be more happy if you tell the truth to someone.I know its hard to tell the truth but its better if they found out now then later because you are going to regret it later on in life.First that person is going to be mad but they will get over it later on.If you tell the truth people will want to be around you more and they could trust you with things.
6. Be Positive
Be positive everyday because you will feel better everyday.People want to be around you more because your positive person.Everybody likes to be around a positive person. Always look at the positive not the negative because if you look at the positive theres always a good part that comes out of it.If your a positive person theres always a negative person thats always good to bring you down ans always keep your head up.If you be positive and think positive, positive things will happen to you.
7. Be Humble
8. Be still
You have to be still because
9.Be Prayerful
![Image result for be prayerful](data:image/jpeg;base64,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)
Final Reflection: These are some ways that you can be happy. you have to always be positive or just see the positive more to be happy.Make other people laugh. Be happy for what you have in life because there's someone that have it worse then you. Some things that i will do is be grateful, be still, be involved with school and be positive. I chose these because i'm not really involved with school and sometimes i'm not positive and sometimes i have to be grateful what i have because some people don't have what i have.
9.Be Prayerful
Final Reflection: These are some ways that you can be happy. you have to always be positive or just see the positive more to be happy.Make other people laugh. Be happy for what you have in life because there's someone that have it worse then you. Some things that i will do is be grateful, be still, be involved with school and be positive. I chose these because i'm not really involved with school and sometimes i'm not positive and sometimes i have to be grateful what i have because some people don't have what i have.
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