Richard and Jordan went to see a movie. Richard spent m dollars at the movie theater, and Jordan spent $12 at the movie theater. Together they spent a total of $26.Write an equation to describe this situation.
Q. Richard and Jordan went to see a movie. Richard spent m dollars at the movie theater, and Jordan spent $12 at the movie theater. Together they spent a total of $26.Write an equation to describe this situation.
Denote Spending Amount: Let's denote the amount Richard spent as m dollars. According to the problem, Jordan spent $12 at the movie theater. Together, they spent a total of $26. We can write this situation as an equation where the sum of Richard's spending (m) and Jordan's spending ($12) equals the total spending ($26).
Set Up Equation: Now, let's set up the equation based on the information given. We add Richard's spending (m ext{)} to Jordan's spending ( ext{ extdollar}\(12) to get the total spending ( ext{ extdollar}26).So, the equation is: ext{ extdollar}m + 12 = 26
Simplify Equation and Solve: To check for any math errors, we can simplify the equation by subtracting 12 from both sides to isolate m, which represents Richard's spending.m+12−12=26−12m=14This means Richard spent $14 at the movie theater. Adding this to Jordan's spending should give us the total spending.14+12=26This checks out with the information given in the problem.
More problems from Write and solve equations for proportional relationships