Question

Find the product of each of the following: a² (a+2b) b² (a-b) proper solution​

Answer 1

$\huge\blue{QUESTION}$

Find the product of the following: a² (a+2b) b² (a-b)

$\huge\green{SOLUTION}$

$=>a² (a+2b) b² (a-b)$

$=>(a²×a+a²×2b)(b²×a-b² ×b)$

$=>(a^3+2a²b)(b²a-b^3)$

$=>(a^3)(b²a-b^3)+(2a²b)(b²a-b^3)$

$=>(a^4×b²-a^3×b^3)+(2a²b×b²a-2a²b×b^3)$

$=>a^4b²-a^3b^3+2a^3b^3-2a²b^4$

$=>a^4b²+a^3b^3-2a²b^4$

$\huge\red{ANSWER}$

•$=>a^4b²+a^3b^3-2a²b^4$

HOPE SO IT IS HELPFUL..❣️✌️..