My head hurts! Any math loving folks able to shine a light on this problem? Simplify (sqrt48)-6 10 Pretend this is a fraction (not sure how to enter all that in). So I'm not sure if I should - the 6 first or simplify the sqrt. I decided the square should be simplified first but its an imperfect square. I am temporarily giving up and admitting I need help. :/
\[\sqrt{46}-6\] Is that the question?
46 should be 48 and then what you have is over 10. :)
or is it \[\frac{ \sqrt{46}-6 }{ 10 }\]
Thats right except for the 46 needs to be 48. Or is my screen just goofing up?
lol..its my mistake..
\[\frac{ \sqrt{48}-6 }{ 10 }\] square everything \[(\frac{ \sqrt{48}-6 }{10 })^{2}\] \[\frac{ 48-36 }{ 100 }\] can you go on from there?
Silly question... is it standard in math to do what you did? Like a no brainer, next step sort of thing?
I know I do that when I complete the square of a quadratic equation, but I never thought I had permission to do that for another problem.
haha lol...math is all about being creative. Using the basics you have
Some part of my human nature is doubting it is really that simple. Thanks for your feedback :)
you welcome!
I went on math site to check this answer and it comes up with something completely different. Any idea why?
what does it come with
I mean what is the answer
ok let me write it down
Woah my life just got changed. I just saw the equation button! \[\frac{ 1 }{ 5} (2\sqrt{3} -3)\]
There it is :D
But sometimes I don't trust mathway, so don't please dont be offended by my question ;)
this is how they did it \[\sqrt{48}\] is the same as \[\sqrt{16\times3}\] so \[\frac{ \sqrt{16\times3}-6 }{ 10 }\] \[\frac{ 4\sqrt{3}-6 }{ 10 }\] Then simplified by dividing by 2 \[\frac{ 2\sqrt{3} -3}{ 5 }\] which is same as \[\frac{ 1 }{ 5 }(2\sqrt{3}-3)\]
lol..thats how
good gravy. I feel overwhelmed. How do you know which answer is right?
AWESOME explanation by the way :D
i was wrong :(
mathway was right
Is there anything I can do to give you a medal? I'm blown away from the time you took to help me and your humbleness too
(but I'm not familiar with this site so not sure how to do that)
hahaha lol..no medal needed..
im here to learn too
I'm always so curious about the people who answer these. So far you are my favorite. Thanks a million, Mokeira!
lol @LaylaJ ...just practise they are not hard
Glad to help
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