Problem 52
Solve and check each equation. Treat the constants in these equations as exact numbers. Leave your answers in fractional, rather than decimal, form. Equations Having Symbols of Grouping. $$5-3(x-2)=4(3 x-1)$$
Problem 53
Solve and check each equation. Treat the constants in these equations as exact numbers. Leave your answers in fractional, rather than decimal, form. Equations Having Symbols of Grouping. $$6 x+5=7(x-3)$$
Problem 54
Solve and check each equation. Treat the constants in these equations as exact numbers. Leave your answers in fractional, rather than decimal, form. Equations Having Symbols of Grouping. $$3(7-2 x)+2=3(4 x-1)$$
Problem 55
Solve and check each equation. Treat the constants in these equations as exact numbers. Leave your answers in fractional, rather than decimal, form. Simple Fractional Equations. $$\frac{1}{3 a}=7$$
Problem 56
Solve and check each equation. Treat the constants in these equations as exact numbers. Leave your answers in fractional, rather than decimal, form. Simple Fractional Equations. $$\frac{y}{5}=4$$
Problem 57
Solve and check each equation. Treat the constants in these equations as exact numbers. Leave your answers in fractional, rather than decimal, form. Simple Fractional Equations. $$\frac{x}{4}-3=11$$
Problem 58
Solve and check each equation. Treat the constants in these equations as exact numbers. Leave your answers in fractional, rather than decimal, form. Simple Fractional Equations. $$5+\frac{7 x}{3}=\frac{x}{2}$$
Problem 59
Solve and check each equation. Treat the constants in these equations as exact numbers. Leave your answers in fractional, rather than decimal, form. Simple Fractional Equations. $$\frac{5 x}{4}=2 x-3$$
Problem 60
Solve and check each equation. Treat the constants in these equations as exact numbers. Leave your answers in fractional, rather than decimal, form. Simple Fractional Equations. $$\frac{y}{5}-\frac{y}{2}+\frac{y}{4}=5$$
Problem 61
Solve and check each equation. Treat the constants in these equations as exact numbers. Leave your answers in fractional, rather than decimal, form. Simple Fractional Equations. $$\frac{2 x-4}{7}=\frac{2-2 x}{4}$$
