| Problem | Solution |
|---|---|
| Simplify the Radical Expression ( cube root of 6*… | Solution: Simplify the Radical Expression $\left(\sqrt[3]{6} \cdot \sqrt[3]{72}\right) / \s… |
| Simplify (6y^2+8y^4-5y)-(9y^4-7y+2y^2) | Solution: **Step:1** Begin by expanding the expression. **Step:1.1** Use the distributive prop… |
| Simplify 4 square root of 2x*3 square root of 8x | Solution: Step 1: Express $8x$ as $2^2 \cdot 2x$. Step 1.1: Extract the factor of $4$ … |
| Simplify 16/( fourth root of 16^3) | Solution: Step 1: Denominator Simplification Step 1.1 Compute the cube of 16. $\frac{… |
| Simplify (35x^5y)÷((7x^3)/34) | Solution: Simplify the expression $(35x^5y)÷\left(\frac{7x^3}{34}\right)$ Step 1: Mul… |
| Simplify ((2^6)/(5^3))^(-1/3) | Solution: Step 1: Exponentiate the base $2$ to the power of $6$. $\left(\frac{2^6}{5^3}\ri… |
| Solve for q 6+8(4q-9)=10q | Solution: Step 1: Expand the equation Expand $6 + 8(4q - 9)$. Step 1.1: Distribute … |
| Simplify ((c^2y)/(2d^2))/((c^6)/(5d)) | Solution: Simplification Process Step 1: Invert the denominator and multiply it with … |
| Simplify (2x^5y^2)(4xy^3)+(x^4y^4)(3x^2y) | Solution: Step 1: Simplify each term individually. Step 1.1: Combine like bases in th… |
| Solve for n -3-10n-2n=-10-5n | Solution: Step 1: Combine like terms on the left side by subtracting $2n$ from $-10n$ to … |
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