| Problem | Solution |
|---|---|
| Solve for x square root of (x-10)^2=x-10 | Solution: Step:1 Square both sides to eliminate the square root: $(\sqrt{(x - 10)^2})^2 = (… |
| Simplify (b-c)/(a+b)-(ab-b^2)/(a^2-ac)*(a^2-c^2)/… | Solution: Step:1 Break down each term for simplification. Step:1.1 Extract the common f… |
| Simplify the Radical Expression -2x square root o… | Solution: Step 1: Decompose the expression under the radical Start by expressing $3xy^3z^… |
| Simplify the Radical Expression ( cube root of 5)… | Solution: Simplification Process **Step 1:** Rationalize the denominator by multiplying t… |
| Solve for y square root of y^6=-y^3 | Solution: Step:1 Square both sides to eliminate the square root, resulting in $\left(\sqrt… |
| Simplify 1/5pq-3/10pq^3-3/5pq^3-7/10pq+3pq | Solution: Step 1: Simplify each term. Step 1.1: Multiply $\frac{1}{5}pq$. Step 1… |
| Graph y>x-5 y>=-2x | Solution: Step 1 Plot the inequality $y > x - 5$. Step 1.1 Determine the slope and y… |
| Simplify 1/5m^3-3/4p^2+4/5m^3+3/4p^2 | Solution: Step 1: Group like terms Combine like terms in the expression $\frac{1}{5}m^3 -… |
| Solve for x 3(-2x+1)-2(x+13)=7x-4(1-x) | Solution: Step 1 First, expand $3(-2x + 1) - 2(x + 13)$. Step 1.1 Break down the expr… |
| Evaluate 0.25^2*2.4+0.25*2.4^2-0.25*2.4*0.65 | Solution: Step 1: Simplify each term individually. Step 1.1: Calculate the square of… |
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