1. \( p-q-x(q-p) \) 2i \( x(a+b)-(b+a) \) 3. \( a x-b x+a y-b y-a+b \) 4. \( 3 x-6 x y-2 y+1 \) 5. \( 4 p^{3}-2 p-p q^{2}+q^{1} \) 6. \( 6 m^{2}-2 m n-3 m p+n p \) 7. \( 8 a m-10 a n-12 b m+15 b n \) 8. \( 3 x^{2}-2 x y+2 y^{2}-3 x y \chi \) 9. \( x^{3}-x^{2} y+y^{3}-x y^{2} \) 10. \( m^{2}-9 n^{2}-3 k m+9 k n \chi \)
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Mind Expander
Got your algebra expressions there! They’re all packed with potential for simplification and factorization. For instance, recognizing patterns like the difference of squares or grouping terms can streamline your calculations, leading to cleaner answers. Thinking practically can also be fun! These expressions could model real-world situations—like how much money you have after various transactions. Choose your variables wisely, and you might just discover a formula for your next big shopping adventure! Keep those math gears turning!
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