| Problem | Solution |
|---|---|
| Simplify cube root of 216/729 | Solution: Step 1: Identify and remove any common factors between the numerator and denomi… |
| Write Using Positive Exponents (4^-3a^0)/(b^-7) | Solution: Step 1: Apply the negative exponent rule $a^{-n} = \frac{1}{a^n}$ to the term $… |
| Solve for x cube root of 2x+1 = cube root of x+8 | Solution: Step 1: Cube both sides to eliminate the cube roots. $(\sqrt[3]{2x + 1})^3 = (\sq… |
| Solve the Inequality for y 3y<=2y-6 | Solution: Step 1: Remove $2y$ from each side of the inequality to isolate $y$. $3y - 2y \le… |
| Simplify the Radical Expression square root of 2*… | Solution: Step 1: Apply the product property of square roots to combine them. $\sqrt{2} \… |
| Simplify (4x)/(x-7)-(3x)/(2x-14) | Solution: Step 1: Extract the common factor of $2$ from the denominator $2x - 14$. St… |
| Convert to Radical Form (26)(1/4) | Solution: Step 1: Simplify the expression by removing common factors. - **Step 1.1**: Ext… |
| Simplify (11 square root of 12)/(2 square root of… | Solution: Step 1: Simplify the numerator. - **Step 1.1**: Express 12 as the product of its… |
| Multiply 3p(np-z) | Solution: Step 1: Utilize the distributive property to expand the expression: $3p(np) + 3… |
| Solve for x 2 cube root of x=4 cube root of x+7 | Solution: Step 1: Isolate the cube root of x - **Step 1.1:** Shift all terms with $\sqrt[3… |
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