if a+b+c=24 and ab+bc+ca=88 find a^2+b^2+c^2
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Step-by-step explanation:
Answer
AnswerCorrect option is
AnswerCorrect option isB
AnswerCorrect option isB84
AnswerCorrect option isB84a + b + c = 8, ab + bc + ca=17, abc = 10 (2 + a) (2 + b) (2 + c) = (4 + 2b + 2a + ab)(2 +c)
AnswerCorrect option isB84a + b + c = 8, ab + bc + ca=17, abc = 10 (2 + a) (2 + b) (2 + c) = (4 + 2b + 2a + ab)(2 +c)8 + 4c + 4b + 2bc + 4a + 2ac + 2ab + abc
AnswerCorrect option isB84a + b + c = 8, ab + bc + ca=17, abc = 10 (2 + a) (2 + b) (2 + c) = (4 + 2b + 2a + ab)(2 +c)8 + 4c + 4b + 2bc + 4a + 2ac + 2ab + abc 8 + 4(a + b + c) + 2(bc + ab + cal + abc
AnswerCorrect option isB84a + b + c = 8, ab + bc + ca=17, abc = 10 (2 + a) (2 + b) (2 + c) = (4 + 2b + 2a + ab)(2 +c)8 + 4c + 4b + 2bc + 4a + 2ac + 2ab + abc 8 + 4(a + b + c) + 2(bc + ab + cal + abc8 + 4(8) + 2(17) + 10
AnswerCorrect option isB84a + b + c = 8, ab + bc + ca=17, abc = 10 (2 + a) (2 + b) (2 + c) = (4 + 2b + 2a + ab)(2 +c)8 + 4c + 4b + 2bc + 4a + 2ac + 2ab + abc 8 + 4(a + b + c) + 2(bc + ab + cal + abc8 + 4(8) + 2(17) + 108+32+34+10=84
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Answer:
wow nishani very good answer