已知m+n=2,mn=1,求m³n+mn³+2m²n²的值
来源:学生作业学帮网 编辑:学帮网 时间:2024/06/05 03:31:31
已知m+n=2,mn=1,求m³n+mn³+2m²n²的值
m³n+mn³+2m²n²
=mn(m²+n²+2mn)
=mn(m+n)²
=1×2²
=4
m³n+mn³+2m²n²
=mn(m²+2mn+n²)
=mn(m+n)²
=1*4
=4
m³n+mn³+2m²n²
=mn(m²+n²+2mn)
=mn(m+n)²
=1*2²
=4
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来源:学生作业学帮网 编辑:学帮网 时间:2024/06/05 03:31:31
已知m+n=2,mn=1,求m³n+mn³+2m²n²的值
m³n+mn³+2m²n²
=mn(m²+n²+2mn)
=mn(m+n)²
=1×2²
=4
m³n+mn³+2m²n²
=mn(m²+2mn+n²)
=mn(m+n)²
=1*4
=4
m³n+mn³+2m²n²
=mn(m²+n²+2mn)
=mn(m+n)²
=1*2²
=4