For example, if the given equation is -4x^3=32, then to solve these types of equations, students need to isolate x^3 by using the inverse operations. After applying the inverse operation the equation will become x^3=-8. Taking cube root on both sides the equation will become x=∛-8. The cube root of -8 is -2, therefore the answer of -4x^3=32 is -2.

For example, if the given equation is -4x^3=32, then to solve these types of equations, students need to isolate x^3 by using the inverse operations. After applying the inverse operation the equation will become x^3=-8. Taking cube root on both sides the equation will become x=∛-8. The cube root of -8 is -2, therefore the answer of -4x^3=32 is -2.

For example, if the given equation is -4x^3=32, then to solve these types of equations, students need to isolate x^3 by using the inverse operations. After applying the invers...

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