c$++$Instructions

Write a program that:

Prompts the user to input the length of the diagonal $($in inches$)$ of the screen

Allows the user to select which type of TV the user would like to view the dimensions for

Ex$.$

$1$: Traditional TV area.

$2$: LCD TV Area

$3$: Both types of TVs area

Have the program calculate and display the:

Screen length

Screen width

Screen area

for the specified type of TV$.$

Task #$01$: Correct output for test cases

Test Feedback:

Status: FAILED!

Check: $1$

Test: Traditional test $1$

Reason: Unable to find $\text{'}[\text{'}20\mathrm{.}41\text{'},\text{'}15\mathrm{.}31\text{'},\text{'}312\mathrm{.}43\text{'}]\text{'}$ in the program's output.

Enter the length of the diagonal $($in inches$)$ of the screen: $1$: Traditional TV area.

$2$: LCD TV Area.

$3$: Both types of TVs area.

Enter your choice from $1$ to $3$: $--$ Traditional TV dimensions $--$

Screen length is: $5\mathrm{.}88313$ inches

Screen width is: $23\mathrm{.}5325$ inches

Screen area is: $138\mathrm{.}445$ square inches

$.$

Error : AssertionError $-$ Unable to find a number close enough to $20\mathrm{.}41(+/-0\mathrm{.}10)$ in the program's output.

Timestamp: $2024-02-1300$:$05$:$37\mathrm{.}804770$

Status: FAILED!

Check: $2$

Test: LCD test $1$

Reason: Unable to find $\text{'}[\text{'}64\mathrm{.}00\text{'},\text{'}36\mathrm{.}00\text{'},\text{'}2304\mathrm{.}00\text{'}]\text{'}$ in the program's output.

Enter the length of the diagonal $($in inches$)$ of the screen: $1$: Traditional TV area.

$2$: LCD TV Area.

$3$: Both types of TVs area.

Enter your choice from $1$ to $3$: $--$ LCD TV dimensions $--$

Screen length is: $69\mathrm{.}726$ inches

Screen width is: $69\mathrm{.}726$ inches

Screen area is: $4861\mathrm{.}72$ square inches

$.$

Error : AssertionError $-$ Unable to find $64\mathrm{.}00$ in the program's output.

Timestamp: $2024-02-1300$:$05$:$37\mathrm{.}807766$

Status: FAILED!

Check: $3$

Test: Both test $1$

Reason: Unable to find $\text{'}[\text{'}33\mathrm{.}26\text{'},\text{'}24\mathrm{.}95\text{'},\text{'}829\mathrm{.}71\text{'},\text{'}35\mathrm{.}20\text{'},\text{'}19\mathrm{.}80\text{'},\text{'}696\mathrm{.}96\text{'}]\text{'}$ in the program's output.

Enter the length of the diagonal $($in inches$)$ of the screen: $1$: Traditional TV area.

$2$: LCD TV Area.

$3$: Both types of TVs area.

Enter your choice from $1$ to $3$: $--$ Traditional TV dimensions $--$

Screen length is: $9\mathrm{.}58733$ inches

Screen width is: $38\mathrm{.}3493$ inches

Screen area is: $367\mathrm{.}668$ square inches

$--$ LCD TV dimensions $--$

Screen length is: $38\mathrm{.}3493$ inches

Screen width is: $38\mathrm{.}3493$ inches

Screen area is: $1470\mathrm{.}67$ square inches

$.$

Error : AssertionError $-$ Unable to find a number close enough to $33\mathrm{.}26(+/-0\mathrm{.}00)$ in the program's output.

Timestamp: $2024-02-1300$:$05$:$37\mathrm{.}810697$