Solve the product (a^6+8)(a^6-3)

 Exercise

$\left(a^6+8\right)\left(a^6-3\right)$

 

Multiply the single term $a^6-3$ by each term of the polynomial $\left(a^6+8\right)$

$a^6\left(a^6-3\right)+8\left(a^6-3\right)$

 

Multiply the single term $a^6$ by each term of the polynomial $\left(a^6-3\right)$

$a^6\cdot a^6-3a^6+8\left(a^6-3\right)$

 

When multiplying exponents with same base we can add the exponents

$a^{12}-3a^6+8\left(a^6-3\right)$

 

Multiply the single term $8$ by each term of the polynomial $\left(a^6-3\right)$

$a^{12}-3a^6+8a^6-24$

 

Combining like terms $-3a^6$ and $8a^6$

$a^{12}+5a^6-24$

$a^{12}+5a^6-24$

 Try other ways to solve this exercise

Can't find a method? Tell us so we can add it.