| Problem | Solution |
|---|---|
| Simplify square root of cube root of 125 | Solution: Simplification Process Step 1: Express the Number in Exponential Form Ident… |
| Simplify 4r^-7s^-1*7r^-2s^5t^0 | Solution: Step 1 Combine the powers of $r$ by adding their exponents. Step 1.1 Rearra… |
| Simplify (4y)/(3x^2+2xy)-(9x)/(3xy+2y^2) | Solution: Step:1 Break down each term for simplification. Step:1.1 Extract $x$ from $3x… |
| Evaluate (3*2^20-5*2^19)/((-2^6)^3) | Solution: Step 1: Simplify the numerator. Step 1.1 Compute $2^{20}$ to get $\frac{3… |
| Solve for x x-1/9=1/6 | Solution: Step 1: Isolate $x$ by adding $\frac{1}{9}$ to both sides of the equation to ge… |
| Graph y>=3-x y<5x-2 | Solution: Step 1: Graph the inequality $y \geq 3 - x$. - **Step 1.1:** Rearrange the term… |
| Divide (28p^3q^2r-36p^2r^2+16q^5r^4)/(4pq^2r) | Solution: Step 1: Extract the common factor $4r$ Extract $4r$ from each term in the numera… |
| Simplify square root of 3^3*6^3 | Solution: Step 1: Compute the cube of $3$. $\sqrt{3^3 \cdot 6^3}$ Step 2: Compute t… |
| Solve the System of Inequalities y>3x-5 y>-x+2 | Solution: Step 1: Identify the common region where both inequalities $y > 3x - 5$ and $y … |
| Evaluate (p^-8)/(7^-2q^-9) | Solution: Step 1: Apply the rule for negative exponents, $a^{-m} = \frac{1}{a^m}$, to rewr… |
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