| Problem | Solution |
|---|---|
| Evaluate ((20*2^4-12*2^3-48*2^2)^2)÷((-8)^3) | Solution: Step:1 Convert the division into a fraction expression. $$\frac{(20 \cdot 2^4 - 1… |
| Solve for b 3b+10=-5-2b+8b | Solution: Step 1: Reposition the equation to place $b$ on the left side. Thus, the equati… |
| Simplify ( square root of 5n)/(2 square root of 1… | Solution: Step:1 Combine the radicals $\sqrt{5n}$ and $\sqrt{15n^4}$ into a single radical … |
| Simplify (2x-7y)/(2x^2y)-(5y-8x)/(5xy^2) | Solution: Step 1: To obtain a common denominator for $\frac{2x - 7y}{2x^2y}$, multiply by $\fr… |
| Find the Product ((x+1)-y)^3 | Solution: Step:1 Apply the Binomial Theorem to the expression $(x+1-y)^3$. The theorem stat… |
| Simplify (-2)^-3-24 | Solution: Step 1: Simplify each component of the expression. Step 1.1: Apply the neg… |
| Solve for k k=1+ square root of 3k-5 | Solution: Step:1 Reposition the equation so that the radical is on the left side.$k = 1 + \… |
| Solve for x 3 2/7x=12/35 | Solution: Step 1: Simplify the equation's left-hand side. Step 1.1: Work with the mi… |
| Simplify (x+1)(x+2)(y-3) | Solution: Step 1: Use the FOIL Method to expand $(x + 1)(x + 2)$. - **Step 1.1**: Distrib… |
| Simplify ((2x^0)/(4x^-2y^4))^2 | Solution: Step 1: Apply the negative exponent rule to transfer $x^{-2}$ from the denominato… |
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