Tutors Answer Your Questions about expressions (FREE)
Question 156548: Hi, my son is having problems with his pre algebra homework. His teacher has not issued a math book to assist. his two equations are
8(2x-3)-6x, if x=3
9-2(4x+5) if x = -4
will you be able to assist thank you
Click here to see answer by oscargut(2103)  |
Question 156569: Kay can solve equations at the rate of 26 per hour. Dan can solve them at the rate of 20 per hour. Prior to starting to work their equations, Kay solved 3 equations in study hall while Dan solved 8.
a. defina the variable for the number of hours they worked in study hall
b. how many equations has each solved after 20 minutes
c. How long will it take until each has solved the same number of equations?
d. There are 27 total equations. How long does it take each to complete?
Click here to see answer by gonzo(654) |
Question 156695: How do I solve for x in the following:
(x x x) - 3 = 8x (the xxx in paranthesis is x times x times x)
thank you!
(it is a teacher created homework problem and not a problem in text. Even looked in text trying to find a model problem and could not. We are in the Mcdougal Littel Algebra 1 book.)
Click here to see answer by stanbon(75887) |
Question 157295: I have a difficulty with my daughter's algebra book. She has been taught something about apply exponents to negative numbers I am not so sure about. specifically she was taught that -8^2=-64, in effect that the formula is equivalent to -(8)^2, whereas I thought it was the equivalent to (-8)^2 and therefore would be +64. We checked her textbook and it clearly supports what she was taught, but clearly contradicts what I do in engineering. Can someone either correct me or point me to a correct resource?
Click here to see answer by midwood_trail(310) |
Question 157295: I have a difficulty with my daughter's algebra book. She has been taught something about apply exponents to negative numbers I am not so sure about. specifically she was taught that -8^2=-64, in effect that the formula is equivalent to -(8)^2, whereas I thought it was the equivalent to (-8)^2 and therefore would be +64. We checked her textbook and it clearly supports what she was taught, but clearly contradicts what I do in engineering. Can someone either correct me or point me to a correct resource?
Click here to see answer by gonzo(654) |
Question 158854: Hi. I am confused about the correct order of operation for the following problem:
"Evaluate the expression WHEN y = 1/7, x = 2/7"
The given answer 10/49, but I argue it is 5/2. Could you help?
Thank you
(Please note that in the original problem, a fraction bar is not used and a division sign is. Also, the "10 times x" above was originally written "10x." Does this make a difference?)
Click here to see answer by ranjithraghuram(4) |
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