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RT 4 - Mathematical Knowledge
Evaluate 
((b-a)^(2)-3c)/((-a)^(3)), when 
a=4,b=5, and 
c=2
A 
5//12
B 
-5//12
C 
5//64
D 
quad-5//64
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RT 44 - Mathematical Knowledge\newlineEvaluate \newline(ba)23c(a)3\frac{(b-a)^{2}-3c}{(-a)^{3}}, when \newlinea=4a=4,b=5b=5, and \newlinec=2c=2\newlineA 512\frac{5}{12}\newlineB 512-\frac{5}{12}\newlineC 564\frac{5}{64}\newlineD 564\quad-\frac{5}{64}\newlineClick the button or type the letter to the left of you

Full solution

Q. RT 44 - Mathematical Knowledge\newlineEvaluate \newline(ba)23c(a)3\frac{(b-a)^{2}-3c}{(-a)^{3}}, when \newlinea=4a=4,b=5b=5, and \newlinec=2c=2\newlineA 512\frac{5}{12}\newlineB 512-\frac{5}{12}\newlineC 564\frac{5}{64}\newlineD 564\quad-\frac{5}{64}\newlineClick the button or type the letter to the left of you
  1. Calculate Expression: Calculate the expression ((ba)23c)((b-a)^{2}-3c) using the given values a=4a=4, b=5b=5, and c=2c=2.
  2. Calculate Denominator: Calculate the denominator ((a)3)((-a)^{3}) using the given value a=4a=4.
  3. Find Final Answer: Divide the results of the numerator by the denominator to find the final answer.

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