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Question-187029




Question Number 187029 by yaslm last updated on 12/Feb/23
Answered by cortano12 last updated on 12/Feb/23
 (1) lim_(x→−2^− )  (ax+b)= lim_(x→−2^+ ) (x^2 +2b−17)         −2a+b = 4+2b−17         −2a−b =−13  (2) lim_(x→1^− )  (x^2 +2b−17)=lim_(x→1^+ )  (3x−3+a)         1+2b−17 = 3−3+a          −a+2b = 16⇒a=2b−16  ⇒−2(2b−16)−b=−13  ⇒−5b = −45 ⇒ { ((b=9)),((a=2)) :}
(1)limx2(ax+b)=limx2+(x2+2b17)2a+b=4+2b172ab=13(2)limx1(x2+2b17)=limx1+(3x3+a)1+2b17=33+aa+2b=16a=2b162(2b16)b=135b=45{b=9a=2

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