Consider the equation $9\left(n+5\right)=4n+50$9(n+5)=4n+50 for $n=1$n=1.
Find the value of the left-hand side of the equation when $n=1$n=1.
Find the value of the right-hand side of the equation when $n=1$n=1.
Consider your answers from parts (a) and (b).
Is $n=1$n=1 a solution of $9\left(n+5\right)=4n+50$9(n+5)=4n+50?
No
Yes
Consider the equation $0.28n-0.4=2.3n-3.03$0.28n−0.4=2.3n−3.03 for $n=0.8$n=0.8.
Is $p=0$p=0 a solution to the equation $3p-9=7p-1$3p−9=7p−1?
Is $x=-2$x=−2 a solution of $3x-\left(4x-8\right)=-6$3x−(4x−8)=−6?