Answer Happy

1. At least 15 different equations. Nou may include vertical lines and uncernicted rock functions, but remember these are rot functions. You may also include functions not taught in this coursel 2. A minimum of 1 lincar equation equations written in slope-interceptform f (x) = mz+b=+ 1. A minimum of 1 quadratie function fequutions written in the form f(x) = a[k(z - d)fº om det 4. A minimum of 1 absolute value fonction leuation written in the form f(+) - akz -d) 5.A minimum of 1 exponential function beautions witten in the form f (z) = a(5)*6-4 + + 6.A minimum of sinunoktal function fequutions wilten in the form (*) a simík (z -d)) +40 - () = cos(-d)] +060-code-d, 7. No more than 25 equation 8. An interesting and colorful graph 9. An accurate completed table ting esch function the transformations clied to the parent function and its dominirano,

You.molect must include the following: 1. At let 15 different equation. You may include vertical lines and unrestricted root functions, but remember these are not functions. You may also include functions not taught in this course 2. A minimum of 1 finear equation equations written in slope interceptforme (2) = mx + 3. A minimum of 1 quadratic tunction equations written in the form. f() = a[k (it - d) + c = ad Dell A minimum of 1 absolute value function equations written in the form }(x) = ak ( -d)| + Rx) k dit 5. A minimum of 1sponential tunction equation written in the formes (2) = a(b)**-1) +ollow 6. A minimum of 1-sinusoidsfunction equations written in the form (1) = a sink (2-d)] + c) *cos(x) = cos(x-d)) + ) 7. No more than 25 equations 8 An interesting and colourful graph 9. An accurate, completed the listing each function, the transformations applied to the parent function and its domain/raneo.