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Nikolay [14]
3 years ago
9

Help me pls ASAP I’ll mark you brainlist !!

History
1 answer:
yan [13]3 years ago
4 0

Veto Power and by passing amendments to the constitution .

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During the early 1960s, to have a man walk on the moon was thought to be
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How did galileo's work come into conflict with the church and how was that resolved
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The factor of 2ax^2+4axy+3bx^2+2ay^2+6bxy^+3by^2
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Answer:

2ax^2+4axy+3bx^2+2ay^2+6bxy+3by^2= (x+y)^2(2a+3b)

Explanation:

Given

2ax^2+4axy+3bx^2+2ay^2+6bxy+3by^2

Required

Factorize

2ax^2+4axy+3bx^2+2ay^2+6bxy+3by^2

Rewrite as:

2ax^2+4axy+2ay^2+3bx^2+6bxy+3by^2

Use square parenthesis

[2ax^2+4axy+2ay^2]+[3bx^2+6bxy+3by^2]

Expand each bracket

[2ax^2+2axy+2axy+2ay^2]+[3bx^2+3bxy+3bxy+3by^2]

Factorize each:

[2ax(x+y) + 2ay(x+y)]+[3bx(x+y)+3by(x+y)]

[(2ax+2ay)(x+y)]+[(3bx+3by)(x+y)]

Further, factorize:

(x+y)[(2ax+2ay)]+[(3bx+3by)]

(x+y)[(2ax+2ay)+(3bx+3by)]

Remove bracket

(x+y)[2ax+2ay+3bx+3by]

Reorder:

(x+y)[2ax+3bx+2ay+3by]

Factorize:

(x+y)[x(2a+3b)+y(2a+3b)]

(x+y)[(x+y)(2a+3b)]

Remove square bracket

(x+y)(x+y)(2a+3b)

This gives:

(x+y)^2(2a+3b)

Hence:

2ax^2+4axy+3bx^2+2ay^2+6bxy+3by^2= (x+y)^2(2a+3b)

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