Ответ:
Арифметическая прогрессия : [tex]\bf a_4=17\ ,\ \ a_{12}-7[/tex] .
Формула : [tex]\bf a_{n}=a_1+d(n-1)[/tex] .
[tex]\bf a_4=a_1+3d=17\ \ \ \to \ \ \ a_1=17-3d\\\\a_{12}=a_1+11d=-7\ \ \ \to \ \ \ a_1=-7-11d\\\\17-3d=-7-11d\\\\11d-3d=-7-17\\\\8d=-24\\\\\boxed{\ \bf d=-3\ }\\\\a_1=17-3\cdot (-3)=17+9=26\ \ ,\ \ \ \boxed{\bf \ a_1=26\ }[/tex]
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Ответ:
Арифметическая прогрессия : [tex]\bf a_4=17\ ,\ \ a_{12}-7[/tex] .
Формула : [tex]\bf a_{n}=a_1+d(n-1)[/tex] .
[tex]\bf a_4=a_1+3d=17\ \ \ \to \ \ \ a_1=17-3d\\\\a_{12}=a_1+11d=-7\ \ \ \to \ \ \ a_1=-7-11d\\\\17-3d=-7-11d\\\\11d-3d=-7-17\\\\8d=-24\\\\\boxed{\ \bf d=-3\ }\\\\a_1=17-3\cdot (-3)=17+9=26\ \ ,\ \ \ \boxed{\bf \ a_1=26\ }[/tex]