119k views
1 vote
4(m+p) entre a²+b²

= (4m + 4p)(a² + b²)
= 4m² + 4mp + b²
= 4m² + 4mp + a² + b²
= 4(m² + mp) + a² + b²

User Roboslone
by
7.7k points

1 Answer

4 votes

Final answer:

The expression 4(m+p) between a²+b² seems to be algebraic manipulation with a possible typo. Assuming multiplication, the correct expansion is (4m + 4p)(a² + b²), which simplifies differently from what's provided.

Step-by-step explanation:

The student's original expression of 4(m+p) between a²+b² seems to involve algebraic manipulation but does not make complete sense with the given "entre" which could be a typo for division, multiplication, or comparison. However, if we assume the intention was multiplication, then the correct expansion would indeed be (4m + 4p)(a² + b²), which does not equal the expression provided due to an incorrect step that combines terms inappropriately.

The proper expansion would maintain the products of each term separately, giving

4(m+p) entre a²+b²

= 4m(a² + b²) + 4p(a² + b²)

= 4ma² + 4mb² + 4pa² + 4pb²

User Bharath Vankireddy
by
7.9k points

Related questions

asked Aug 14, 2024 192k views
Drudge Rajen asked Aug 14, 2024
by Drudge Rajen
8.3k points
1 answer
2 votes
192k views
asked Jul 25, 2022 29.3k views
Ian Stewart asked Jul 25, 2022
by Ian Stewart
8.5k points
2 answers
3 votes
29.3k views