%

create

x

for the range 0 to 15 with increasement of 0.1 , only this one can be hard coded\

x=0:0.1:15

;\

%

Evaluate the formula

g(x)

for the range

0

.\

g=

\

%

Plot

g(x)

versus

x

in a figure window. The plot should be appropriately annotated and have grid lines.\ figure(1)\ plot

(x,g)

;\ xlabel( '

x

');\ ylabel('

g(x)^(')

) ;\ title('Plot of

g(x)^(')

) ;\ grid on;\ %Use array comparisons and indexing to extract the

x

and

g(x)

values for the range. The values should be stored in appropriate\ %Hard code xPart and gPart or regenerate them using the formula will receive 0 . You have to extract it using array comparisons\ booleanVector_ge_0_le_5

=(x

)

>=

(

0)

&

(x

)

(

5)

;\ xPart booleanVector_ge_0_le_5);\ gPart

=

\ %Create a second figure window and plot gPart versus xPart for the range. The plot should be appropriately annotated and have\ figure (2)\ plot(xPart, gPart);\ xlabel('

x

') ;\ ylabel('

g(x)^(')

) ;\ title('Plot of

g(x)

for

0

);\ grid on;

% create x for the range 0 to 15 with increasement of 0.1 , only this one can be hard coded x=0:0.1:15; % Evaluate the formula g(x) for the range 0=0) \& (x