| Problem | Solution |
|---|---|
| Solve for x 12=(x+1)(-3) | Solution: Step 1: Express the equation in the form $(x + 1) \cdot -3 = 12$. Step 2:… |
| Simplify ( square root of 125- square root of 6)/… | Solution: Step:1 Refine the expression in the numerator. Step:1.1 Express $125$ as a p… |
| Simplify ( square root of 5+ square root of 2)/( … | Solution: Step 1: Simplify the denominator. - **Step 1.1:** Express $8$ as $2^2 \cdot 2$. … |
| Simplify (2 square root of 11-3)/( square root of… | Solution: Step:1 Rationalize the denominator of $\frac{2\sqrt{11} - 3}{\sqrt{11} + 4}$ by m… |
| Solve for y e^y=e^(2y) | Solution: Step 1: Transform the equation to have identical bases on both sides. $e^{y} = … |
| Solve the Inequality for t -2t-5<9 | Solution: Step 1: Isolate the variable term Step 1.1: Transfer non-variable terms to t… |
| Find the Roots (Zeros) x^5+4x^3=0 | Solution: Step 1: Factor out the Greatest Common Factor (GCF) Extract $x^3$ from the poly… |
| Write in Exponential Form ( square root of 5)^2 | Solution: Step:1 Convert the square root notation to exponential form using the rule $\sq… |
| Solve by Substitution 8x-1/3y=0 12x+3=y | Solution: Step:1 Express the second equation in the form $y = 12x + 3$ and keep the first e… |
| Simplify (3^-4+5^-3)^-1 | Solution: Step 1: Break down the expression Simplify each component of the expression indi… |
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