Please help me answer the following questions in the images below

Question 1 1 pts Consider the function f (x ) defined by the finite set f (x) = {(-2, 5) , (0, 4) , (1, -3) }. Using Desmos Graphing Calculator Ex, graph the function f (a ) and the transformation g (2) = f (x) -4. Upload a screenshot of your graph and its transformation. Note: This activity requires you to capture a screenshot and submit. Please refer to the Screenshot Instructions E if you need help. Upload Choose a FileQuestion 2 1 pts By transforming each point on f (x), determine the resulting set of ordered pairs that define g (x) = f (x) - 4. Submit your answer is the form (a, b). **Do Not use any spaces in your answers. Point (-2, 5) transforms to: Point (0, 4) transforms to: Point (1, -3) transforms to:\fD Question 4 1 pts Transformation h (x) to k (x). Given h (ac) = ac2 - 4ac - 5, how you would describe the function k (a ) in terms of transformations on h (x) if k (x) = -2h (a) + 3? k (ac) is a [ Select ] by a factor of [ Select ] [ Select ] V across [ Select ] V , and [ Select ] V [ Select ] V units.Question 5 1 pts Dene k (3:) algebraically. Use h (x) = 3:2 4x 5 to rewrite the function is (3:)in terms of transformations on h(:13) if k (3:) = 2h (3) l 3? Validate the transformation relationship you have determined by graphing h(:13) and k (m)using Desmos Graphg Calculator. Upload a screenshot of your graph and its transformation. Note: This activity requires you to capture a screenshot and submit. Please refer to the Screenshot Instructions if you need help. Upload Choose a File Question 6 1 pts How are the domain and range affected when transforming h (ac ) to k (ac) ? Domain: [ Select ] with an ending value of [Select ] Range: [ Select ] with an ending value of [ Select ] vQuestion 7 1 pts Given the function f (t) = [t|, and g (t) = -1 |t - 3| + 5, explain how you would transform the graph of f (t) to g (t). Work from inside the grouping symbols outward when responding. First, the graph is [ Select ] v [ Select ] v, Next, [ Select ] V [ Select ] V and then [ Select ] V [ Select ] VQuestion 8 1 pts Graph g (t) by using transformations on f (t) on the same set of axes using Desmos Graphing Calculator. Upload a screenshot of your graph and its transformation. Note: This activity requires you to capture a screenshot and submit. Please refer to the Screenshot Instructions if you need help. Upload Choose a FileQuestion 9 1 pts Given h (t) = It + 4 - 4 and k (t) is defined as transformations on h (t), where k (t) = -1h (t) + 5. Graph both h (t) and k (t) using Desmos Graphing Calculator. Upload a screenshot of your graph and its transformation. Note: This activity requires you to capture a screenshot and submit. Please refer to the Screenshot Instructions if you need help. Upload Choose a File Question 10 1 ptsQuestion 10 1 pts Use h (t) = It + 4) - 2 and k (t) is defined as transformations on h (t), where k (t) = -1h (t) + 5to rewrite k (t) algebraically. Validate the transformation relationship you have determined by graphing both functions using Desmos Graphing Calculator. Upload a screenshot of your graph and its transformation. Note: This activity requires you to capture a screenshot and submit. Please refer to the Screenshot Instructions if you need help. Upload Choose a FileQuestion 11 1 pts How are the domain and range affected when transforming h (t) to k (t)? Domain: [56'3\"] V with an ending value of [53'9\"] V Range: [Select] V with an ending value of [55'6\"] V D Question 12 7 pts Radioactive substances decay exponentially over time, giving off energy and becoming a different substance. The amount of time required for half of a radioactive substance to decay is called the half-life of the substance. The amount A, in grams, of a radioactive substance is given by A (t) = 250 () 60 , where t is the number of days since the sample was produced in the lab. Use this exponential function to complete the following statements. There were grams of the radioactive substance when the sample was first produced (t=0). The half-life of the radioactive substance is days.Question 15 6 pts A scientist determines that the number of bacteria in a culture is modeled by the formula A(t) = 4, 0006mm , where t is the number of minutes after observation begins. The number of bacteria after 1 hour, rounded to the nearest whole number, is The number of bacteria after 2 hours, rounded to the nearest whole number, is