Answer :
[tex]79*20=(80*20)-(n*18) \\\\ 1580=1600-18n \\\\ 1580-1600=18n \\\\ -20=18n \ |:2 \\\\ -10=9n \\\\ \boxed{n=-\frac{10}{9}}[/tex]
79 × 20 = (80 × 20) - (n × 18) :First, multiply what is on the left of the equation
1580 = (80 × 20) - (n × 18) :Then, solve for what is in the first parenthesis
1580 = (1600) - (n × 18) :Then, act like there is a 1 in front of the negative and distribute
1580 = 1600 - 18n :Then, subtract 1600 from both sides
-20 = -18n :Then, divide the whole equation by -18
1.1 = n
Your final answer is:
n = 1.1
1580 = (80 × 20) - (n × 18) :Then, solve for what is in the first parenthesis
1580 = (1600) - (n × 18) :Then, act like there is a 1 in front of the negative and distribute
1580 = 1600 - 18n :Then, subtract 1600 from both sides
-20 = -18n :Then, divide the whole equation by -18
1.1 = n
Your final answer is:
n = 1.1