[tex]\displaystyle\bf\\a_{1} =3\\\\a_{2} =-2\\\\S_{20} =?\\\\\\\\a_{2} =a_{1} +d\\\\d=a_{2} - a_{1} =-2-3=-5\\\\a_{20} =a_{1} +19d=3+19\cdot(-5)=3-95=-92\\\\\\S_{20} =\frac{a_{1} + a_{20} }{2} \cdot 20=(a_{1} + a_{20} )\cdot 10=(3-92)\cdot 10=-89\cdot 10=-890[/tex]
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[tex]\displaystyle\bf\\a_{1} =3\\\\a_{2} =-2\\\\S_{20} =?\\\\\\\\a_{2} =a_{1} +d\\\\d=a_{2} - a_{1} =-2-3=-5\\\\a_{20} =a_{1} +19d=3+19\cdot(-5)=3-95=-92\\\\\\S_{20} =\frac{a_{1} + a_{20} }{2} \cdot 20=(a_{1} + a_{20} )\cdot 10=(3-92)\cdot 10=-89\cdot 10=-890[/tex]