Homework 7. Graph two full periods of the function, provide the info as listed F(x)= 3cos ( 5x ) A = ? B = ? ( = ? D= ? period ? midline: 4= ? Max? min? 2 graph one full cycle, starting at x=0; and provide the info as listed f ( x ) = 4 cos [z ( x+ 7) ) - 3 A= ? B= ? C= ? D= ? Period? midline: 4= ? horizontal shift ? max ? min ? 3 let f ( x ) = Sinx on [0, 210 ] Sowe : F( x ) = 12 a. B . Hint:use circle (4) if xsinx = 2, find: - x ) sin (- x ) ? Hint : the sine function is odd 5. Sketch two periods of and provide the info : F ( x ) = Titan ( T X - JI ) - TT : Q = ? B= ? ( = ? D = ? period ? vertical shift ? asymptote : x= ? 6 graph two periods of : f ( x )= /csc (x)1 ( Hint : Sinx = CSCx find the angle , x, in the intervals LO, TT ) such that tan " ' = ( 1 ) 8) cos [ sin' ( 5 ) 1 = ? radians I if sint = X+1, find; cos Lain (XFT ) ) Hint: sing - oppSite hypotheus 10 if sint = X+1 , find : sect Hint : Sint= hypothous opposite In A ferris wheel is 25 meters in diameter and boarded from a platform that is one meter above the grand . The Six O'clock posistion on the ferriswheel is level with the loading platform . The wheel completes one full revoultion in To minutes . The function f ( t ) gives a persons height in meters above the grand + minutes after the wheel begins to turn. a. find the amplitude, midline, and period of h(+) b. How high is a person off the ground after