Bunuel wrote:
Mona and Donald fly to Rome for the weekend. They take cash only in notes of $10 and notes of €10. Mona carries three times the amount of euros Donald carries. She also carries as many dollars as Donald carries. The number of €10 notes they take is double the number of $10 notes they take. If Donald carries a total of 40 notes (of either $10 or €10,) then what is the total number of notes (of either $10 or €10,) they take?
A. 70
B. 80
C. 100
D. 120
E.150
Solution:
- Let the no. of\(€10\) notes with Donald be\( =x\)
- Then no. of\(€10\) notes with Mona will be\( =3x\)
- Let the no. of\($10\) notes with Donald be\( =y\)
- Then no. of\($10\) notes with Mona will be\( =y\)
- According to the question, no. of\(€10\) notes they take is double the no. of\($10\) notes
- Or\( 3x+x=2\times(y+y)⇒4x=4y⇒x=y\)
- According to the question, Donald carries a total of 40 notes orx+y=40
\(⇒x+x=40\) (because\(x=y\)) - ⇒x=y=20
- Finally. total number of notes they take\(=x+3x+y+y\)
\(=4x+2y\)
\( =4\times 20+2\times20\)
\(=120\)
Hence the right
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Statistics : Posted by SaquibHGMATWhiz • on 22 Sep 2023, 01:30 • Replies 2 • Views 210











