| Problem | Solution |
|---|---|
| Simplify ( cube root of 3)^6 | Solution: Simplification Process Step 1: Express $\left(\sqrt[3]{3}\right)^{6}$ in term… |
| Solve for y 10+8y-2=10y-8 | Solution: Step 1: Combine like terms by subtracting $2$ from $10$. This gives us $8y + 8 … |
| Simplify 2/(-4x+4 square root of 5x) | Solution: Step 1: Factor out the common factor of 2 - Extract the factor of 2 from the nu… |
| Convert to Radical Form (x+y)^(1/3) | Solution: Convert the Exponential Expression to Radical Form Step 1: Use the Exponent… |
| Solve for x 2 square root of 3x+1=4x | Solution: Step 1: Square both sides to eliminate the square root. $(2\sqrt{3x+1})^2 = (4x… |
| Simplify 6 cube root of 25ab^2*5 cube root of 5a^… | Solution: Step:1 Begin by multiplying the two cube roots: $6 \sqrt[3]{25ab^2} \cdot 5 \sqr… |
| Simplify (-4x+2x^3-5)+(6x^2-3x+6x^3)+(13-2x^2+9x-… | Solution: Step 1: Eliminate the parentheses to combine like terms: $-4x + 2x^3 - 5 + 6x^2… |
| Simplify 16/(x-4)-(x^2)/(x-4) | Solution: Step:1 Merge the terms over a shared denominator to get $\frac{16 - x^2}{x - 4}$.… |
| Solve for p p^2+p-90=0 | Solution: Step 1: Employ the AC method to factor the quadratic equation $p^2 + p - 90$. … |
| Simplify fourth root of (x^8)/(y^4) | Solution: Step 1: Express $x^8$ as $(x^2)^4$. Thus, the expression becomes $\sqrt[4]{\fra… |
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