Answered

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Veronica got 3 times as many gifts as Natalie. Together Veronica and Natalie got a total of 12 gifts how many gifts did Natalie (x) and Veronica (y) each get

Sagot :

The equation we'll use for this is:Total Gifts = Veronica's Gifts (v) + Natalie's Gifts (n).
12 = v + n
The problem says Veronica got 3 times as many gifts as Natalie.
You can directly translate this into an equation!
v = 3 * n = 3n.  This means we can replace any v with 3n.
So, 12 = v + n = 3n + n = 4n
12 = 4n
3 = n.  Natalie got 3 gifts.
We can now plug back in for Veronica's gifts:
v = 3n
v = 3(3)
v = 9.  Veronica got 9 gifts.
abidemiokin

Natalie got 3 gifts and veronica got 9 gifts

  • Leet the number of gifts natalie got be x
  • Let the number of gifts veronica got be v

If Veronica got 3 times as many gifts as Natalie, then;

  • v = 3n ................... 1

If together Veronica and Natalie got a total of 12 gifts, then;

  • v + n = 12 ...................... 2

Substitute equation 1 into 2;

3n + n = 12

4n = 12

n = 3

Substitute n = 3 into equation1;

v = 3n

v = 3(3)

v = 9

Hence natalie got 3 gifts and veronica got 9 gifts

Learn more on simultaneous equation here: https://brainly.com/question/16863577

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