(2a²+3b²)(5a²-6b²) simplify using distributive law.
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(2a²+3b²)(5a²-6b²) simplify using distributive law.
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Step-by-step explanation:
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Given That
(2a²+3b²)(5a²-6b²)
Using Distrbiutive property
=>(2a²)(5a²-6b²)+(3b²)(5a²-6b²)
=>10a¹-12a²b²+15a²b²-18b4
=>10a+3a²b²-18b4
(2a²+3b²)(5a²-6b²)=10a^+3a²b²-18bª
Used concept:
Distributive property:
Let a, b, c be the three numbers, 9 9 if ax(b+c)= (axb)+(axc)
is called distributive property unde multiplication over addition.
Answer:
= ( 2a² + 5a²) + ( 3b²- 6b²)
= 7a² + (-3b²)
= 7a² - 3b²