a revenue function is given by $r(x)=3x^{3}-12x^{2}+18x$, where $x$ represents hundreds of items sold. find…

a revenue function is given by $r(x)=3x^{3}-12x^{2}+18x$, where $x$ represents hundreds of items sold. find the y - intercept and interpret the result.\na. the companys revenue is $0 when no products are sold.\nb. the companys revenue is $ - 12,000 when no products are sold.\nc. the companys revenue is $18,000 when no products are sold.\nd. the companys revenue is $12,000 when no products are sold.

a revenue function is given by $r(x)=3x^{3}-12x^{2}+18x$, where $x$ represents hundreds of items sold. find the y - intercept and interpret the result.\na. the companys revenue is $0 when no products are sold.\nb. the companys revenue is $ - 12,000 when no products are sold.\nc. the companys revenue is $18,000 when no products are sold.\nd. the companys revenue is $12,000 when no products are sold.

Answer

Answer:

a. The company's revenue is $0 when no products are sold.