How do I solve 2-√10/2 to get -.58
\[2- \frac{ \sqrt{10} }{ 2 }\] like this?
Or \[2- \sqrt{\frac{ 10 }{ 2 }}\]
The first one
Are you sure? I'm thinking \[\frac{ 2-\sqrt{10} }{ 2}\] (parentheses will make your life so much easier)
Ah right, it's always hard to tell what the expression is so please @cdelarosa1031 put parentheses on your questions or upload an image. So is it what Peachpi said or one of the ones I mentioned above?
It's not giving me parentheses. It's just like that and want to know how they got -.58
Astrophysics, the first one
No...we mean put parentheses in your problem so we know what the question is, is the whole thing being divided by 2 (2-sqrt(10))/2 or just the sqrt(10)
Ok cool
\[2- \frac{ \sqrt{10} }{ 2 } = \frac{ 2 }{ 1 } - \frac{ \sqrt{10} }{ 2 }\] we can deal with the sqrt(10) after I guess, so do you know how to subtract fractions?
I haven't done that in a while :/
@peachpi 's version takes me to -.58
Yeah I think it is @peachpi version because 1 gives u 0.42
How are you getting the decimal answers?
\[\frac{ 2-\sqrt{10} }{ 2} \rightarrow \frac{2-3.16}{2} \rightarrow \frac{-1.16}{2} \rightarrow -0.58\]
I was skipping a step :/
Thank you so much :)
Please make your question clear next time to avoid confusion @cdelarosa1031
How about this problem:
1+3/y/5/y
Not sure how to upload image to show proper way on paper
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