回答:
说明:
G(x)= 4x-12的域是{1,3,5,7}。范围是多少?
“range” - { - 8,0,8,16}要获得范围,请评估域中值的g(x)。 •g(1)=(4xx1)-12 = 4-12 =颜色(红色)( - 8)•g(3)=(4xx3)-12 = 12-12 =颜色(红色)(0)•g( 5)=(4xx5)-12 = 20-12 =颜色(红色)(8)•g(7)=(4xx7)-12 = 28-12 =颜色(红色)(16)rArr“范围” - { - 8,0,8,16}
如果f(x)= 1 / 2x - 2和域:-1 / 2,0,3,5,9,范围是多少?
具有给定域的f(x)的范围是{-2.25,-2,-0.5,0.5,2.5}给定函数f(x)的域{-1 / 2,0,3,5,9} = 1 / 2x-2 f(x)的范围(根据定义)是{f(-1/2),f(0),f(3),f(5),f(9)} = { - 2.25,-2,-0.5,0.5,2.5}
如果f(x)= 2x + 5和域:-1,0,3,7,10,范围是多少?
范围:{3,5,11,19,25}给定(fx)= 2x + 5如果域被限制为颜色(白色)(“XXX”){ - 1,0,3,7,10}那么范围是颜色(白色)(“XXX”){f(-1),f(0),f(3),f(7),f(10)}颜色(白色)(“XXX”)= {3 ,5,11,19,25}