Project Beauty Blitz

An advertisement company aims to advertise special christmas make$-$up set in $8$ different social media platforms.. The company has $100\mathrm{.}000$ dolar budget for advertisements.The make$-$up set that advertisement company aims to introduce $3$ different types of make$-$up items which includes eyeshadow,lipstick,blush.

Company will advertise $30$ dollars per lipstick,$70$ dollars for per eyeshadow,$25$ dollars for per blush advertisements.At least

Instagram cost $30\mathrm{.}000$ dolars $,$snapchat cost $9\mathrm{.}000,$youtube cost $12\mathrm{.}000,$facebook cost $5\mathrm{.}000,$tik tok cost $7\mathrm{.}000,$twitter cost $6\mathrm{.}000$ trendyol cost $20\mathrm{.}000,$hopi cost $12,000,$hepsi burada cost $4,000$ for advertisement.

$$nstagram $5$ lipstick,$6$ blush,$10$ eye shadow

Facebook $10$ lipstick,$8$ blush,$3$ eye shadow

Trendyol $6$ lipstick,$7$ blush,$9$ eye shadow

Snapchat $2$ lipstick,$3$ blush,$8$ eye shadow

Youtube $7$ lipstick,$10$ blush,$9$ eye shadow

Tik tok $5$ lipstick,$6$blush,$7$ eye shadow

Twitter $2$ lipstick,$6$ blush,$8$ eye shadow

Hopi $4$ lipstick,$5$blush,$1$ eye shadow

Hepsi burada $8$ lipstick,$3$ blush,$6$ eye shadow

Tiktok and instagram need to advertise at least $50$ lipstick advertisement.And also facebook,hopi and hepsi burada would be able to advertise maximum $45.$

Snapchat and youtube only would be able to advertise less than $25$ blushes

The company wants to divide $50\mathrm{.}000($half of of the total budget$)$ between $3$ different social media platforms which is twitter,snapchat and trendyol:

Snapchat$\%10$

Twitter$\%15$

Trendyol$\%5$

No more than $\%15$ of advertisements should be in snapchat

At least $\%20$ advetisements should be in twitter

No more than $\%10$ advertisement could be in trendyol

How the firm make more advertisment by min their cost $?$

Z$=$ cost

X$1=$ number of advertisement instagram will do

X$2=$number of advertisement snapchat will do

X$3=$ number of advertisement youtube will do

X$4=$number of advertisement facebook will do

X$5=$number of advertisement tiktok will do

X$6=$ number of advertisement twitter will do

X$7=$number of advertisement trendyol will do

X$8=$number of advertisement hopi will do

X$9=$number of advertisement hepsi burada will do

MinZ$=30\mathrm{.}000$X$1+9000$X$2+12000$X$3+5000$X$4+7000$X$5+6000$X$6+20000$X$7+12000$X$8+4000$X$9$

S$.$t

$5$x$1+10$x$2+6$x$3+2$x$4+7$x$5+5$x$6+2$x$7+4$x$8+8$x$9<=30($advertisement for lipsticks $)$

$6$x$1+8$x$2+7$x$3+3$x$4+10$x$5+6$x$6+6$x$7+5$x$8+3$x$9<=70($advetisement for blushes$)$

$10$x$1+3$x$2+9$x$3+8$x$4+9$x$5+7$x$6+8$x$7+1$x$8+6$x$9<=25($advertisement for eyeshadows$)$

X$1+$X$2+$X$3+$X$4+$X$5+$X$6++$X$7+$X$8+$X$9=100\mathrm{.}000$

X$1+$X$2+$X$3+$X$4+$X$5+$X$6+$X$7+$X$8+$X$9<=0$

X$1+$x$5<=50$

X$4+$x$8+$x$9>=45$

X$2+$x$3<=25$

X$2+$X$6+$ x$7=50\mathrm{.}000$

X$2<=7\mathrm{.}500$

X$6<=10\mathrm{.}000$

X$7<=5\mathrm{.}000$ i want qm solutions linear programming and integers just the screenshot please