If a, b and c are positive numbers such that (a² + b²): (b²+c²): (c² +a²) =34: 61: 45, then b-a :c-b

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If a, b and c are positive numbers such that (a2 + b2) ∶ (b2 + c2) ∶ (c2 + a2) = 34 ∶ 61 ∶ 45, thenIf a, b and c are positive numbers such that (a2 + b2) ∶ (b2 + c2) ∶ (c2 + a2) = 34 ∶ 61 ∶ 45, then
If a, b, and c are positive numbers such that (a² + b²) : (b² + c²) : (c² + a²) = 34 : 61 : 45, thenIf a, b, and c are positive numbers such that (a² + b²) : (b² + c²) : (c² + a²) = 34 : 61 : 45, then
a, b, c are positive integer such that a2 + 2b2 -2bc= 100 and 2ab - c2=100 Then the value of (a+b)/ca, b, c are positive integer such that a2 + 2b2 -2bc= 100 and 2ab - c2=100 Then the value of (a+b)/c
Q. If ab + bc + ca = 8 and a² + b² + c² = 20, then a possible value of 1/2 (a+b+ c) [(a - b)².......Q. If ab + bc + ca = 8 and a² + b² + c² = 20, then a possible value of 1/2 (a+b+ c) [(a - b)².......
If (a² - bc) / (a² + bc) + (b² - ac) / (b² + ac) + (c² - ab) / (c² + ab) = 1 find a² / (a² + bc) +If (a² - bc) / (a² + bc) + (b² - ac) / (b² + ac) + (c² - ab) / (c² + ab) = 1 find a² / (a² + bc) +
Three distinct positive integers a, b and c are such that b | UPSC EPFO 2025 PYQ |Three distinct positive integers a, b and c are such that b | UPSC EPFO 2025 PYQ |
If a, b and c are real distinct positive real number and a^2 + b^2 + c^2 =1 then ab + be+ ca isIf a, b and c are real distinct positive real number and a^2 + b^2 + c^2 =1 then ab + be+ ca is
if a+b+c=0 then find the value of a²/a²-bc +b²/b²-ca + c²/c²-abif a+b+c=0 then find the value of a²/a²-bc +b²/b²-ca + c²/c²-ab