| Problem | Solution |
|---|---|
| Simplify 18 square root of a^2*4 square root of a… | Solution: Step 1: Extract the terms from under the radical sign, assuming we're dealing w… |
| Simplify ((-6x^4y^6)^2)/((-4x^-3y^5)^3) | Solution: Step:1 Refactor the numerator. Step:1.1 Utilize the property of exponents on… |
| Solve the Inequality for x 6 square root of 8x-32… | Solution: Step:1 Isolate the term containing $6 \sqrt{8x - 32}$ on one side of the inequal… |
| Solve the Inequality for x 2 square root of x-8<24 | Solution: Step:1 Square both sides to eliminate the square root. $$ (2\sqrt{x-8})^2 < 24^2 … |
| Factor a^2b-4a-ab^4+4b^3 | Solution: Step 1: Identify and group terms Separate the polynomial into two groups for ea… |
| Solve for d 3d+16=-2(5-3d) | Solution: Step 1: Expand the right-hand side expression Step 1.1: Rewrite the equation… |
| Solve the Inequality for x -1/2+x<3x-2<=5/2+x | Solution: Step:1 Address the inequality $- \frac{1}{2} + x < 3 x - 2$ to find the range of… |
| Simplify ( square root of 32)÷( square root of 2) | Solution: Step 1: Express the division of square roots as a single fraction: $\frac{\sqrt… |
| Graph f(x)=1/8*4^(x+1) | Solution: Step 1: Identify the horizontal asymptote for the given exponential function. F… |
| Solve for x 11 cube root of 3-2x-6=60 | Solution: Step 1: Cube both sides to eliminate the cube root. $(11 \sqrt[3]{3 - 2x - 6})^… |
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