Jump to content

Need help: Questions number 24 and 25 on College Algebra


Goku1

Recommended Posts

I'm not looking for answers. I'm just looking for someone to show me, step by step, how to solve these two College Algebra math problems. I usually ask on this section of OSBot for these specific questions and I end up learning fairly quickly with one simple example. I'm giving Likes for the people that can do this. ;p

 

The math problems are listed in the link below:

 

http://puu.sh/aTxSm/9a34db2d0b.png

Link to comment
Share on other sites

I'm not looking for answers. I'm just looking for someone to show me, step by step, how to solve these two College Algebra math problems. I usually ask on this section of OSBot for these specific questions and I end up learning fairly quickly with one simple example. I'm giving Likes for the people that can do this. ;p

 

The math problems are listed in the link below:

 

http://puu.sh/aTxSm/9a34db2d0b.png

 

Here is a hint, for the first problem you can easily solve it by pluggin in the answers. For example, what happens if you plug in 3 for x? You get 2/0 on the left hand side. You can also just solve for x.

 

For the second one, an importand part of it is to understand the difference between "( )" and "[ ] "

or any combination of the two. Do you know what those mean?

  • Like 1
Link to comment
Share on other sites

Here is a hint, for the first problem you can easily solve it by pluggin in the answers. For example, what happens if you plug in 3 for x? You get 2/0 on the left hand side. You can also just solve for x.

 

For the second one, an importand part of it is to understand the difference between "( )" and "[ ] "

or any combination of the two. Do you know what those mean?

Yes absolute value. But do I use the distribute property even if it's absolute value?

Edited by Goku1
Link to comment
Share on other sites

Yes absolute value. But do I use the distribute property even if it's absolute value?

 

No, that is not what i meant. " | | " means absolute value. In math, "( )" means non inclusive and "[ ]" means inclusive. For example, 

 

(4, 20] would mean that 4 is not included in the answer, but is the lower bound, and 20 is included in the answer, and is the upper bound. So at the value of 20, it would also hold true, but at 4 it would not hold true.

Link to comment
Share on other sites

No, that is not what i meant. " | | " means absolute value. In math, "( )" means non inclusive and "[ ]" means inclusive. For example, 

 

(4, 20] would mean that 4 is not included in the answer, but is the lower bound, and 20 is included in the answer, and is the upper bound. So at the value of 20, it would also hold true, but at 4 it would not hold true.

I see. Is there a way you can show how you solved this answer?

Link to comment
Share on other sites

Guest
This topic is now closed to further replies.
  • Recently Browsing   0 members

    • No registered users viewing this page.
×
×
  • Create New...