This message is from my professor.
“I’m having some trouble following the work you’ve done here, and want to ask you to use the method discussed and demonstrated in Examples 70 – 73 in this section of our text when you re-do the problem. Learning to clear fractions first from an equation will make all of the rest of the work easier. And it will be especially helpful later this term when we work on equations involving algebraic fractions.
After reviewing those examples, please work through some of the homework problems like this one in the text and check your work in the solutions manual. If questions arise as you do that work, please either post them here or send them by e-mail.
When we solve equations in this class, we generally include the check of the answer in the original equation — be sure to include the check of your answer when you resubmit the solution.”
Can you please revised this problem. If you need me to create a bid for revision, I’ll do so. This is a new class and new professor and she very particular about our work. So I do apologize for the inconvenience. I wasn’t expecting this from my new professor.
She likes everything by the book *smh.
The answer is correct by the way
Example 73.
3
1
T-
3
1
– 1 * +6) – Distribute
Distribute 5, reduce if possible
LCD= 4, multiply each term by 4.
(23 – (41 – (4)1+ (4)2_(4)7
4-3=+2
7
2
Reduce 4 with each denominator
2.
(1)3x – (2)1=(1)1.2 + (4)2 – (2)7 Multiply out each term
3.0 -2=2+8-14 Combine like terms 8 – 14
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