I. Read and understand the given problems. Write the letter of your answer on the space provided before each number. (2 points each) 1. The of a function is the value it approaches as the value of x approaches a certain value. a. Limits b. Continuity c. Discontinuity d. Graph 2. In a limit, x approaches a certain value only from one side of the value; that is x approaches the value either from the left or from the right side of that value. a. Left-hand b. Right-hand c. One-sided d. Continuous 3. The function has a limit L if x approaches a from the right side; that is, from the value greater than a. a. Left-hand b. Right-hand c. One-sided d. Continuous 4. If the function values decrease or increase without bounds as the independent variable gets closer and closer to a certain fixed number, then the function has an limits a. One-sided b. Finite c. Infinite d. Continuous 5. It is a function in which the exponent of the expression is a variable. . Exponential Function c. Natural Exponential Function b. Logarithmic Function d. Trigonometric Function II. Evaluate the following limits applying the appropriate limit laws. Show your solution. (5 points each) 1. limx-3(2x2 - 5x + 3) 6. limx-3(2x4 - 6x3 + 3x2 + 4x -12) 2. limx-2(2x2 - 7x - 9) 7. limx-4x-4 3. lim,-4(4x3 - 3x - 5) 8. limx-5(x-5) 4. limx-1(3x3 - 4x2 + 3x - 7) 9. lim-1() 5. limx--2(5x3 + 6x2+ 5x -4)