| Problem | Solution |
|---|---|
| Find the Inverse f(x)=4x^2 , x<=0 | Solution: Step 1: Determine the range of the function. Step 1.1: Identify the set of a… |
| Evaluate (-16-8)/2+25÷5+1 | Solution: Step 1: Deduct $8$ from $-16$ to get $\frac{-16 - 8}{2} + \frac{25}{5} + 1$ whi… |
| Simplify (sin(theta)^4-cos(theta)^4)/(sin(theta)c… | Solution: Step 1: Express $\sin^4(\theta)$ as $(\sin^2(\theta))^2$. $$\frac{(\sin^2(\theta… |
| Simplify (x^2+9y^2)/(x-3y)+(6xy)/(3y-x) | Solution: Step 1: Simplify the given terms. 1.1 Extract a factor of $-1$ from the term $3… |
| Simplify (a^4c^2e^0)/(b^-1d^-3) | Solution: Step 1: Apply the rule for negative exponents to bring $b^{-1}$ to the numerato… |
| Simplify the Radical Expression fourth root of 5x… | Solution: Step 1: Apply the product rule for radicals to merge the expressions. $\sqrt[4]… |
| Simplify (a^-5b^8c^-12)(a^7b^-3c^7) | Solution: Step 1 Combine the powers of $a$ by summing their exponents. Step 1.1 Rear… |
| Simplify (2x^(1/3)*y^(3/5))^2 | Solution: Step:1 Utilize the power of a product rule $(a b)^{n} = a^{n} b^{n}$ to apply th… |
| Solve the Inequality for x 2 cube root of x-5>=3 | Solution: Step 1: Isolate the cube root term Step 1.1: Add 5 to both sides $2 \sqrt[3]… |
| Factor 12a^2b^4-36a^2b+44abc | Solution: Step:1 Extract $4ab$ from the first term $12a^2b^4$. We get $4ab(3ab^3) - 36a^2b + 4… |
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