Q$1$:Draw the Control Flow graph for the following and calculate cyclomatic complexity for the following code snippet:

int func$1($int $x,$ int $y)$

$1$

While $(xy)\{$

If $(x>y)$ then

$x=x-y$;

else $y=y-x$;

$\}$

return $x$;

$\}$

Q$2$

$1$ READ A

$2$ READ B

$3$ Sum $=$ A$+$ B

Provide the Test cases for $100\%$ Statement coverage. For this convert given pseudocode to flow chart and then show how many

test cases are required for $100\%$ statement coverage.

Q$3$:

IF Age $>16$

Process License application

$3$ ELSE

$4$ Decline the License application process

$5$ END IF

Provide the Test cases for $100\%$ Statement and Decision coverage. For this convert given pseudocode to flow chart and then

show how many test cases are required for $100\%$ statement and Decision coverage.

Q$4$:

Nested Ifs or multiple IFs within an IF:

$1$ IF $($ Age $>17)$

$2$ IF Age $<mn\; id="EditorElement\_6632652">5</mn><mn\; id="EditorElement\_6632653">0</mn>$

$3$ Print Age is between $17$ and $50$

$4$ ELSE IF $($Age $>50)$

$5$ Print Age is greater than $50$

$6$ END IF

$7$ ELSE

$8$ Print Age is less than $17.$

$9$ END IF

Provide test cases which are needed for $100\%$ Statement and Decision test coverage?For this firstly, convert given

pseudocode to flow chart and then show how many test cases are required for $100\%$ statement and Decision coverage.

Q$5$:

Provide test cases which are required to achieve $100\%$ Statement coverage $?$ For this firstly, convert given pseudocode to

flow chart and then show how many test cases are required for $100\%$ statement coverage.

Print sum $($int a$,$ int b$)$

$\{$

int result $=a+b$;

if $($result $>0)$

print $("$red$",$ result$)$

else if $($result $<mtext\; id="EditorElement\_6631989"></mtext><mn\; id="EditorElement\_6631990">0</mn><mi\; id="EditorElement\_6631991">)</mi>$

print $("$blue$",$ result$)$

$\}$