Can you solve this for me$?$ Make sure it runs on Visual Studio Code and is univeristy level coding. Make sure it cannot be detected by AIprintf$("$Please write the birth year $\frac{?}{?}$

$")$;

$2.$ Get the user to type in the day, month $($number$),$ and year of a friend's birth.

$3.$ Store both of these dates in a struct you will define $($I am calling this zodiacDate but call it whatever you like$)(5$ points$)$

$4.$ Write a function that takes a zodiacDate and returns a zSign. A zSign $($defined below$)$ is a number between $0$ and $11.$ This number is the zodiac number.

For a zodiacDate between February $1,1924$ and January $31,1925$: This was the year of the rat. The zSign of it should be $0.$

For a zodiacDate between February $1,1925$ and January $31,1926$: This was the year of the Ox$.$ The zSign of it should be $1.$

Use the zSign $($defined at the bottom of this document$)$ to find the associated zodiac animal text. Write a function that takes a zodiac number and returns a const char$*.$ This may return something like $"$Ox$",$ "Rat" or "Dog".

Steps $4$ and $5$ COULD be combined but we won't because we will use the signs to figure out if a friend is compatible with you.

Notice you can use a switch statement on a zSign. It might look likeThe "Four Animal Trines" are signs that work well together.

Rat, Dragon and Monkey are compatible $($zSigns: $0,4,$ and $8)$

Rabbit, Goat, and Pig are compatible $($zSigns: $3,7,$ and $11)$

Ox$,$ Snake, and Rooster are compatible $($zSigns: $1,5,$ and $9)$

Tiger, Horse, and Dog make up the fourth compatible set $($zSigns: $2,6,$ and $10)$

These animals are exactly $4$ numbers apart. Thus, we can find if someone is compatible with you if they have a difference of $0,4$ or $8$ from your zodiac number.

Examples:

If you are a dragon, a person born in July $1980$ would be compatible $($a monkey$).$

Someone born January $15,1984$ would NOT be compatible with me because their sign is a pig $($the year starts February $1)$

Write a function isCompatibleZodiac that takes two zodiacDate parameters and returns $1($true$)$ or $0($false$).$

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