[H] Chapter 1.5 X [H] Chapter 1.5 x Studio X Six Studio X x Studio X 1.5 Manipulatin X Sy 1FBitHm - S X G take F(x)=x^3 X 9 #SH X + C online.saddleback.edu/courses/7147/assignments/203972?module_item_id=560742 M netflix YouTube My MySite 3.0 1212 #i Canvas A REDN - $10 Nike SNKRS . ... Twitch Instagram Paraphrasing Tool... Facebook Stussy | Worldwid... [H] Chapter 1.5 Video (49 minutes) and Questions 2022 Fall SC #1 8#8 : =2022'9 A6 13:30 SADDLEBACK COLLEGE V O T - 10: EX/F# Questions Upload your responses to these questions as a PDF. You will receive full credit for your attempt, but it is recommended you do your best. We will go over these questions in class. Zoom 1. Take f(a) = 23. Draw the function on the restriction (-3, -1] U [1, co) 3 2. Take f and g to be functions with D(f) = (-0o, 10] and D(g) = (-5, 3] U (9, co). What is the domain of f + g and fg? Online Library 3. Take f and g to be functions with D(f) = (-0o, 10],D(g) = (-5, 3] U (9, oo), and the zero set of g is {3, 11 } What is the domain of -? Resources 4. We talked about addition. What about subtraction? How do you think f - g is defined? What would be the domain of f - g? 5. Take f(x) = 4x - 1 and g(x) = va - 2. Find a formula for fog and go f. 6. Take f(a) = 2x and g(x) = va - 4. What is the domain of fog and go f? 7. Take a(x) = x, b(x) = x2, c(x) = x + 3, d(x) = 3x, e(x) = va. For each a where f is defined, calculate f = " + bob(c ted). 8. Take a(x) = x, b(x) = x2, c(x) = x + 3, d(x) = 5x, e(x) = va. Decompose f into sums, products, quotients and or composites of more elementary functions, where f (ac) = ac2 vac + 5ac2 + 243 9. Suppose that f(x) = x-3 . 4x+1. What is the domain and range of f? 10. How was the principle of decomposition used in this section? Studio Student pport . . . Canvas Studio K T-18>