MTH102 Tma Solutions

MTH102

Question: Given that \\(f(x)=2x-4\\)\nand\\ (g(x)=xA{2}+3\\) then \\(f\\left ( gWIeft ( x Wright ) Wright )W)\nis\n
Answer: W(2xA{2}-2\\)

Question: A function is , if every horizontal line intersect the graph of the function atmost once.
Answer: One to one

Question: If \\(xA{2}+5x+5\\) then \\ (f(x+2)\\)\nis\n
Answer: \\(xA{2}+9x+19\\)

Question: Suppose \\(f(x)=xA{3}\\) then \\ (fA{-1}(x)\\)\nis\n
Answer: \\(\\sqrt[3]{x}\\)

Question: \\(\\lim_{x\\to 1 }\\frac{\\left | x-1 Wright |Xx-1}\\) does .
Answer: Not exist

Question: Which of the following is NOT a function?
Answer: \\(x+yA{2}=1\\)

Question: The concept of fundamental to calculus.
Answer: Limit

Question: The relationship between two variables is called
Answer: Function

Question: \\(\\lim_{x\\to-2}\\left ( xA{2}+3 Wright )\\)
Answer: 7

Question: Given that f(x)=2xA{2}-4x+1\\)> then f(-1) is
Answer: 7

Question: If \\(xA{2}+5x+5\\) then \\ (f(x+2)\\)\nis\n
Answer: \\(xA{2}+9x+19\\)

Question: Given that \\(f(x)=2x-4\\)\nand\\ (g(x)=xA{2}+3\\) then \\(f\\left ( gWIeft ( x Wright ) Wright )W)\nis\n
Answer: W(2xA{2}-2W)

Question: A function is , if every horizontal line intersect the graph of the function atmost once.
Answer: One to one

Question: \\(\\lim_{x\\to 1 }\\frac{\\left | x-1 Wright |Xx-1}\\) does .
Answer: Not exist

Question: Which of the following is NOT a function?
Answer: \\(x+yA{2}=1\\)

Question: The concept of fundamental to calculus.
Answer: Limit

Question: The relationship between two variables is called
Answer: Function

Question: Given that f(x)=2xA{2}-4x+1\\)> then f(-1) is
Answer: 7

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