20(x+5)+25+4(x+5)+4(x+y)² 分解因式

来源:学生作业帮助网 编辑:六六作业网 时间:2024/07/26 18:53:58
20(x+5)+25+4(x+5)+4(x+y)²分解因式20(x+5)+25+4(x+5)+4(x+y)²分解因式20(x+5)+25+4(x+5)+4(x+y)²分解

20(x+5)+25+4(x+5)+4(x+y)² 分解因式
20(x+5)+25+4(x+5)+4(x+y)² 分解因式

20(x+5)+25+4(x+5)+4(x+y)² 分解因式
原式=24x+1+12²+4(x+y)²
=【2²(x+y)²+12²】+24x+1
=【2x+2y+12】²-48y-24x+1
=【2x+2y+12】²+1²-24(x+2y)
=【2x+2y+13】²-(28x+52y+24)
=4【x+y+13/4】²-4(7x+13y+6)
=4【(x+y+13/4)²-7x-13y-6】;

解原式=24x+1+12²+4(x+y)²
=【2²(x+y)²+12²】+24x+1
=【2x+2y+12】²-48y-24x+1
=【2x+2y+12】²+1²-24(x+2y)
=【2x+2y+13】²-(28x+52y+24)
=4【x+y+13/4】²-4(7x+13y+6)
=4【(x+y+13/4)²-7x-13y-6】