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Tresset [83]
3 years ago
13

I need help what’s the answerrr

Mathematics
1 answer:
Oliga [24]3 years ago
8 0

The answer is 47. Just keep adding 4.

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3 bouquets of flowers are ordered at the florist. 3 roses 2 carnations and 1 tulip costs $14, 2 carnations and 6 tulips costs $3
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The correct answer is : Rose cost is 2.1$,

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Solution:-

Let rose cost be r$, carnation cost be c$ and tulip cost be t$.

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That is 3r+2c+t = 14, let it be first equation.

Also given 2 carnations and 6 tulips costs 38$.

That is 2c+6t=38

           c+3t=19

            c=19-3t

Also 1 rose, 12 carnations and 1 tulip costs 18$.

That is r+12c+t=18

Let us plugin c=19-3t in above equation.

           r+12(19-3t)+t = 18

            r=35t-210

Let us plugin r and c in first equation.

3(35t-210)+2(19-3t)+t =14

105t-630+38-6t+t =14

100t = 606

  t=6.06$

c=19-3*6.06 = 0.82$

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