Ann solved the equation 9+2n−3=21(4n+6). Here are her last two steps:6+2n=2n+36=3Which statement is true about the equation?(A)The solution is n=36.(B)There is no solution because 6=3 is a false equation.(C)There are infinitely many solutions because 6=3 is a true equation.(D)The solution is (6,3).
Q. Ann solved the equation 9+2n−3=21(4n+6). Here are her last two steps:6+2n=2n+36=3Which statement is true about the equation?(A)The solution is n=36.(B)There is no solution because 6=3 is a false equation.(C)There are infinitely many solutions because 6=3 is a true equation.(D)The solution is (6,3).
Simplify equation: Simplify the right side of the equation: 21(4n+6)=2n+3
Subtract terms: Subtract 2n from both sides: 6+2n−2n=2n+3−2n, which simplifies to 6=3
Analyze result: Analyze the equation 6=3. This statement is false, indicating no solution exists for the equation