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Tutors Answer Your Questions about absolute-value (FREE)
Question 167745This question is from textbook
: I am working on a chapter on equations with absolute value. I am getting fustrated with this one problem...please help.
3+/4t-1/=8
I have come up with one of the answers as being 3/2 but the other answer I am not getting. The book has the other answer being -1 and I am coming up with
-5/2.This question is from textbook
Click here to see answer by jim_thompson5910(13794)  |
Question 167751This question is from textbook
: I am working on equations with absolute value and I need help with this word problem, please.
The problem reads:
The number of U.S. teenagers in the age category "15-19-years olds" during any year between 1980 and 1998 can be modeled approximately by
T=332/x-11.5/+17000
where T is the number of "15-19-years-olds" in thousands and x is the number of years since January 1, 1980 (U.S. Census Bureau, Current Poplulatioin Reports.) Use the model to determine the year in which the number of 15-19-year olds in the U.S. was 18,700,000 (18,700 thousands).
The book comes up with the answer of 1986 and 1996, I cant even come close to them years....please help. ThanksThis question is from textbook
Click here to see answer by jim_thompson5910(13794)  |
Question 167751This question is from textbook
: I am working on equations with absolute value and I need help with this word problem, please.
The problem reads:
The number of U.S. teenagers in the age category "15-19-years olds" during any year between 1980 and 1998 can be modeled approximately by
T=332/x-11.5/+17000
where T is the number of "15-19-years-olds" in thousands and x is the number of years since January 1, 1980 (U.S. Census Bureau, Current Poplulatioin Reports.) Use the model to determine the year in which the number of 15-19-year olds in the U.S. was 18,700,000 (18,700 thousands).
The book comes up with the answer of 1986 and 1996, I cant even come close to them years....please help. ThanksThis question is from textbook
Click here to see answer by stanbon(26297)  |
Question 168566: For hydrogen to be liquid, its temperature must be within 2 degrees of -275. What inequality in absolut value represents the temperatures at which hydrogen will NOT be liquid?
Please show work & explain.
Thank you so much for helping me!
Click here to see answer by mathishard2do(2)  |
Question 169368: I have come to a point in solving : is this function one-to-one, where the absolute value of a = the absolute value of b. Can this be one to one?
For the record, the problem states: f(x)= |x| - 2
I assigned a and b, and equal them to each other.
|a| - 2 = |b| - 2 ; add two to both sides
|a| = |b|
therefore a = b? or not really? Thank you for your help!!
Click here to see answer by Edwin McCravy(2922)  |
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