निम्नलिखित फलनों का आलेख खींचिए -
`f(x)={(x", जब "xle0),(x^(2)",जब "0lexle2),(x",जब "2ltx.):}`

If f(x)={(3x+2,xle0),(2-3x,xgt0):}

If f(x)={(x[x], 0lexlt2),((x-1)[x],2lexle3):} , then f(x) is

If f(x)={(sin(x^(2)-3x),xle0 .^x+5x^(2),xgt0

Draw the graph of the function defined below and from the graph find its point of discontinuity (if any) : " "f(x)={:{(2x+6",","when "-3 le xle0),(6",", "when "0 ltx lt2),(2x-6",", "when "2le xle5):}

Evaluate int_(0)^(3)f(x)dx , where f(x)={:{(x+3,0lexle2),(3x" ",2lexle3):}

Evaluate int_0^3 f(x)dx , Where f(x)={(x,+,3,,,0lexle2),(3x,,,,,2lexle3):}

Examine the continuity of given function f(x)={{:(2x+1, "if" xle0),(x, "if"0ltxlt1),(2x-1, "if"xge1):} at x=0,1