MATH 1505 Study Guide - Midterm Guide: Scilab, Fast Fourier Transform, Horse Length

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Student number: (10pt) solve l~x- 11 = 4x- 7. rsr ~x:-1:; ~jrxt 7. 6v-t the on 11/t sol m1"dit ~ tv;lf k-r @" J: (10pt) determine the ~uation of the line t~hrough (1, 2) and parallel to. )(- 3 ~ 1-6 ;::-v r-rhe slure . ~e- f!fjbwpuij 0 r-= ~ doej n4: (10pt) find the values of a e [0, 21r) that sati@r esc( a) = 2. Vvv s ulwl>"o\i: (10pt) suppose that f(x) = x 4. , x > 3, and g(x) = jx-+1, x 2: 3. Together with its domain. f. et- m ; ~(x) ~ j :x-h . cf" ~~(x-} ::- f(m) ~ !la cf. 0" ~ aoma. n ~ (10) sketch the graph of the function f(x) = x!l ~. Explain how the graph can be obtained from f(x) = ~ by basic transformations. :- ;f1 h 6yi- 26),),-~,l)h. t to r; ~ 1 ,, i k. ~) plv~~ l ) ! f i.