describe in words what Ð9xÐ is supposed to be.
On my Mac it came out weird.
Can someone please show me the steps to this problem...Thanks in advance.
Let f(x) = Ð9xÐ. For the area above the x-axis and between the lines x= -9 and x=18
a. draw and label a sketch with
the area shaded
b. find the area of the region in
the xy-plane under the graph
of f(x)
4 answers
Sorry it came out that way:
Let f(x) =|9x|. For the area above the x-axis and between the lines x= -9 and x=18
Let f(x) =|9x|. For the area above the x-axis and between the lines x= -9 and x=18
Reiny this is the complete problem...Sorry about all that...Thank you
Let f(x) =|9x|. For the area above the x-axis and between the lines x= -9 and x=18
a. draw and label a sketch with
the area shaded
b. find the area of the region in
the xy-plane under the graph
of f(x)
Let f(x) =|9x|. For the area above the x-axis and between the lines x= -9 and x=18
a. draw and label a sketch with
the area shaded
b. find the area of the region in
the xy-plane under the graph
of f(x)
Can anyone help with the following problem please...Thank u so much
Let f(x) =|9x|. For the area above the x-axis and between the lines x= -9 and x=18
a. draw and label a sketch with
the area shaded
b. find the area of the region in
the xy-plane under the graph
of f(x)
Let f(x) =|9x|. For the area above the x-axis and between the lines x= -9 and x=18
a. draw and label a sketch with
the area shaded
b. find the area of the region in
the xy-plane under the graph
of f(x)
1 answer