| Problem | Solution |
|---|---|
| Write with Rational (Fractional) Exponents ( four… | Solution: Step:1 Convert the fourth root into a fractional exponent using the formula $\sqr… |
| Simplify (3x-4)/(x^2-9)+(2x-1)/(x+3) | Solution: Step 1: Factor the denominators Step 1.1 Express $9$ as $3^2$. $\frac{3x - 4… |
| Simplify 9/(2(x+3))-x/(x+3) | Solution: Step:1 To express $-\frac{x}{x+3}$ with the same denominator as $\frac{9}{2(x+3)}$, … |
| Simplify f(t)=(2t(t+1))/(t-1)-(3+t)/(t-1) | Solution: Step:1 Express $f(t) = \frac{2t(t+1)}{t-1} - \frac{3+t}{t-1}$ as an equation: $y … |
| Write the Fraction in Simplest Form ( cube root o… | Solution: Step 1: Express the division of cube roots as a single fraction: $\frac{\sqrt[3… |
| Solve for x square root of 2x-4-x+6=0 | Solution: Step:1 Isolate the radical expression $\sqrt{2x - 4}$ by moving the other terms t… |
| Solve for x 3=(5^(1/3))(x^(1/3)) | Solution: Step 1: Express the given equation as $3 = 5^{\frac{1}{3}} x^{\frac{1}{3}}$. … |
| Graph 3x-y^2=4x+25 | Solution: Step 1: Isolate the $x$ terms on one side - Subtract $4x$ from both sides: $3x - … |
| Solve the Inequality for m 1/4m<=-17 | Solution: Step 1 Isolate the variable by removing the fraction. Multiply both sides of $\… |
| Simplify (5a-b^3)(b^3+5a) | Solution: Step:1 Utilize the FOIL technique to expand the expression $(5a - b^3)(b^3 + 5a)… |
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