If (a + b + c) = 13, and (ab + bc + ca) = 54, find the value of (a² + b² + c²).

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if a + b + C = 13 and a^2+ b^2+c^2= 69 then find (a b + BC + CA)=? if a + b + C = 13 and a^2+ b^2+c^2= 69 then find (a b + BC + CA)=?
a²+b²+c²=69,a+b+c=13 then ab+bc+ca=? a²+b²+c²=69,a+b+c=13 then ab+bc+ca=?
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Algebra | Learn how to find the value of expression ab+bc+ca Algebra | Learn how to find the value of expression ab+bc+ca
If a² + b² + c² = ab+bc + ca, then the value of ( 11a^4+13b^4+17 c^4)/(17a^2 b^2+9b^2 c^2+15c^2 a^2) If a² + b² + c² = ab+bc + ca, then the value of ( 11a^4+13b^4+17 c^4)/(17a^2 b^2+9b^2 c^2+15c^2 a^2)