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Elementary Chm LMSD Grades and Atte Inbox (676)-s0: Imsd-pa. schoology.com/common-assessment-delivery/start/7245019966?action= New folder Stumble Guys Elgin Baylor Reaser. Schoology Spiral Review #21 What is the value of n in the equation? {:[-14 x+10=n(7x-5)],[n=◻]:} English

Elementary Chm\newlineLMSD\newlineGrades and Atte\newlineInbox (676676)-s00:\newlineImsd-pa. schoology.com/common-assessment-delivery/start/72450199667245019966?action=\newlineNew folder\newlineStumble Guys\newlineElgin Baylor Reaser.\newlineSchoology\newlineSpiral Review \#2121\newlineWhat is the value of n n in the equation?\newline−14x+10=n(7x−5)n=□ \begin{array}{l} -14 x+10=n(7 x-5) \\ n=\square \end{array} \newlineEnglish

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Q. Elementary Chm\newlineLMSD\newlineGrades and Atte\newlineInbox (676676)-s00:\newlineImsd-pa. schoology.com/common-assessment-delivery/start/72450199667245019966?action=\newlineNew folder\newlineStumble Guys\newlineElgin Baylor Reaser.\newlineSchoology\newlineSpiral Review \#2121\newlineWhat is the value of n n in the equation?\newline−14x+10=n(7x−5)n=□ \begin{array}{l} -14 x+10=n(7 x-5) \\ n=\square \end{array} \newlineEnglish
  1. Distribute nn: Distribute nn on the right side of the equation to get −14x+10=7nx−5n-14x + 10 = 7nx - 5n.
  2. Compare coefficients: To find the value of nn, we need to compare the coefficients of xx and the constant terms on both sides of the equation.
  3. Solve for nn: Comparing the coefficients of xx gives us −14=7n-14 = 7n.
  4. Calculate nn: Divide both sides by 77 to solve for nn, which gives us n=−147n = -\frac{14}{7}.
  5. Calculate nn: Divide both sides by 77 to solve for nn, which gives us n=−14/7n = -14 / 7.Calculate nn, which is n=−2n = -2.

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