Write a recursive function printTriangle$()$ that takes two integers as parameters

and prints a triangle of asterisks based on those parameters. The first integer represents the

maximum number of asterisks to be printed in the last row of the triangle pattern seen in the

examples below. The second integer represents the indentation used for the last line of the

pattern. The first parameter may be zero or negative, in which case nothing should be printed.

You should assume that the second parameter is non$-$negative $(>=0).$ There is no relationship

assumed between the two parameters. You are allowed to use string multiplication $($e$.$g$.$ c $*$ n for a

character c and an integer n$)$ and concatenation, but no other string functions are allowed. The

following shows several sample runs of the function:File Edit Shell Debug Options Windows Help

$)$ printTriangle $(10,0)$

t$.$

$t+t$ t

$|t+t+-t+-$

tot

$$ printTriangle $(5,5)$

$t+t$

t$.$t

$$ printTriangle $(4,5)$

$tt$

t$$t$$t

$$ printTriangle $(7,0)$

$t+t$

$t+t+t$

$t+-t+-t+-t$

$$ printTriangle $(0,0)$

$$ printTriangle $(-3,5)$

$>$