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

x=

%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)

%Use array comparisons and indexing to extract the x and g(x) values for the range . The values should be stored in appropriately named variables.

%Hard code xPart and gPart or regenerate them using the formula will receive 0. You have to extract it using array comparisons and indexing

booleanVector_ge_0_le_5 =

xPart =

gPart =

%Create a second figure window and plot gPart versus xPart for the range. The plot should be appropriately annotated and have grid lines.

figure(2)

1. Evaluate the formula g(x)=5x+11log10x102+1 for the range 0.0x15.0. 2. Plot g(x) versus x in a figure window. The plot should be appropriately annotated and have grid lines. have to extract it using array comparisons and indexing 4. Create a second figure window and plot g(x) versus x for the range. The plot should be appropriately annotated and have grid lines. nt: Y=log10(X) returns the common logarithm of each element in array X