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question: \begin{aligned} \text{A. }&(b)^+=b^b \ \text{B. }&(x^+y^)(x^-y^)=x^-y^ \end{aligned}
Full solution
Q. question: \begin{aligned} \text{A. }&(b)^+=b^b \ \text{B. }&(x^+y^)(x^-y^)=x^-y^ \end{aligned}
- Expand left side of A: Expand the left side of equation A.
- Simplify left side of A: Simplify the left side of equation A.
- Subtract from both sides of A: Subtract from both sides of equation A.
- Check errors in A: Check for errors in equation A. The equation is not possible, so there is no solution for A.
- Expand left side of B: Expand the left side of equation B.
- Simplify right side of B: Simplify the right side of equation B.
- Check errors in B: Check for errors in equation B. The simplified form does not match the original equation, so there is no solution for B.
