Keesler Federal

SNHU

ArmylgnitED

YouTube TV

Max

Angel Studios

$0$: Introduction to Scripting home $>1\mathrm{.}22$: Additional practice: Number games

Create a different version of the program that:

Takes a $3-$digit number and generates a $6-$digit number with the $3-$digit number repeat is to multiply the $3-$digit number by $7**11**13.$

Takes a $5-$digit number and generates a $10-$digit number with the $5-$digit number repeat The rule is to multiply the $5-$digit number by $11**9091.$

Times $11$: A two$-$digit number can be easily multiplied by $11$ in one's head simply by adding th digits. For example, $43*11$ has the resulting digits of $4,4+3,$ and $3,$ yielding $473.$ If the sum b is carried to the hundreds place. Complete the below program.

zyDE $1\mathrm{.}22\mathrm{.}2$: Number game.

# complete the following program

num$\_$in$\_$tens $=$ int$($input$(\text{'}$Enter the tens digit: $\}$

${(}^{\text{'}})$

num$\_$in$\_$ones $=$ int $($input $(\text{'}$Enter the ones digit: $\}$

${(}^{\text{'}})$

num$\_$in $=$ num$\_$in$\_$tens$*10+$ num$\_$in$\_$ones

print$(\text{'}$You entered', num$\_$in$)$

print$($num$\_$in$,\text{'}*11$ is$\text{'},$ num$\_$in$*11)$

num$\_$out$\_$hundreds $=$ num$\_$in$\_$tens num$\_$in$\_$tens $+$ num$\_$in$\_$ones