Addition of 4a² + 5b² and _4;a² + 5b²
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Answered by
0
Answer:
given algebraic expression are : 4a² + 5b² + 6ab , 3ab , 6a² - 2b² , 4b² - 5ab;
now adding all expressions ;[horizontal method ]
= (4a² + 5b² + 6ab) + 3ab + ( 6a² - 2b² ) + (4b² - 5ab)
= (4a² + 6a² ) + (5b² - 2b² + 4b² ) + (6ab + 3ab - 5ab)
= 10a² + 7b² + 4ab
add all expressions [vertical method ]
4a² + 5b² + 6ab
+ 3ab
+6a² - 2b²
+ 4b² - 5ab
---------------------------------------------------------
10a² + 7b² + 4ab
yeah, we get the same answer with both methods
Answered by
0
Answer:
8a²+10b²
Step-by-step explanation:
4a²+5b²
+4a²+5b²
=8a²+10b²
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