| Problem | Solution |
|---|---|
| Find the Roots (Zeros) 0=x^2(x+3)^4(x-1) | Solution: Step 1: Express the equation in its full form: $x^{2}(x + 3)^{4}(x - 1) = 0$. … |
| Simplify ((2^0*5^2)/3)^0 | Solution: Step 1: Simplify the numerator. - **Step 1.1**: Recognize that any number to th… |
| Simplify (42x^-4y^10z^3)/(6x^2y^-2z) | Solution: Step 1: Apply the rule for negative exponents, $a^{-n} = \frac{1}{a^n}$, to trans… |
| Multiply 8 square root of 3x* square root of 15x | Solution: Step 1: Simplify the expression Multiply $8 \sqrt{3x} \cdot \sqrt{15x}$. … |
| Solve the Inequality for z z/-2-6<=-2 | Solution: Step 1: Rewrite the inequality by placing the negative sign outside the fractio… |
| Solve for j -0.66(j+1)+7.48j=6.71j | Solution: Step 1: Consolidate the expression $-0.66(j+1)+7.48j$. Step 1.1: Break down … |
| Evaluate (12^(4(10-8)))/4+5 | Solution: Step 1: Simplify the Numerator - **Step 1.1**: Perform the subtraction in the e… |
| Evaluate 1/16=64^(4x-3) | Solution: Step 1: Express the equation with the same base: $\left(64\right)^{4x - 3} = \f… |
| Solve for u 5u+9-4u=17 | Solution: Step 1: Combine like terms by subtracting $4u$ from $5u$ to isolate $u$. $$u + … |
| Simplify the Radical Expression sixth root of 8m^… | Solution: Step 1: Express $8m^{9}n^{12}$ as $(mn^{2})^{6} \cdot 8m^{3}$. Step 1.1: … |
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