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One number is 4 less than 3 times a second number. If 3 more than two times the first number is decreased by two times the second the result is 11. What are both numbers?


One Number Is 4 Less Than 3 Times A Second Number If 3 More Than Two Times The First Number Is Decreased By Two Times The Second The Result Is 11 What Are Both class=

Sagot :

Luanaidn
[tex]x-\ first\ number\\ y-\ second\ number\\\\\ x+4=3y\ \ \ \ x=3y-4\\ 2x+3-2y=11\\\\ 2(3y-4)+3-2y=11\\\\ 6y-8+3-2y=11\\\\ 4y-5=11\ \ \ | add \ 5\\\\ 4y=16\ \ \ | divide\ by\ 4\\\\ y=4\\ x=3*4-4=12-4=8\\\\ Number\ are:\ 4\ and\ 8.[/tex]
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