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MTH102

Question: \\(f(x)=\\frac{1KxA{2}+1}\\) is continuous on the entire line.
Answer:  real
  
Question: Find\\(\\lim_{x\\to2}\\frac{xA{2H}
{x-2}\\)\n\\(\\lim_{x\\to2}\\frac{xA{2HKx-
2}\\)\n
Answer:  4

Question: EvaluateW (\\lim_{x\\to1 }\\frac{xA{2}-1 «x-1 }\\)\n
Answer:  3

Question: Using the replacement theorem, evaluate W(\\lim_{x\\to0}\\frac{\\sqrt{x+1 }-1} {x}\\)\n
Answer: \\(\\frac{1X2}\\)

Question: Evaluate W(\\lim_{x\\to2} (x^{2}-2x+3)\\)\n
Answer: [C] 3


Question: The derivative of\\ (y=xA{2}+3x\\)\nusing first principle
Answer:  \\(2x+3\\)

Question: Evaluate\\(\\lim_{x\\to-3}\\frac{5} {x+3}\\)\n
Answer:  \\(\\infty\\)

 Question: The process of obtaining the derivative of a function is called
Answer:  differentiation

Question: A polynomial function is at every real number.
Answer:  continous

Question: Evaluate \\ (\\lim_{x\\to3}\\frac{xA{2}+x-6Kx+3}\\)\n
Answer:  1

Question: \\(f(x)=\\frac{1KxA{2}+1}\\) is continuous on the entire line.
Answer:  real

Question: Using the replacement theorem, evaluate W(\\lim_{x\\to0}\\frac{\\sqrt{x+1 }-1} {x}\\)\n
Answer:  \\(\\frac{1X2}\\)



Email: bbcnoun@gmail.com
Whatsapp: 08131667008