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Magazine 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. $$\frac{2 x-4}{7}=\frac{2-2 x}{4}$$
