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Dupa doua cresteri consecutive de preturi, prima de 10%, a doua de 12%, un telefon mobil costa 739,2 lei. Cat a costat telefonul inainte de cele 2 cresteri?

Răspuns :

112% ........................................739,2
100%.........................................x
[tex] \frac{112}{100} = \frac{739,2}{x} [/tex] ⇒ x=[tex] \frac{100×739,2}{112} [/tex]=[tex] \frac{73920}{112} = [/tex] 660
110% ........................................660
100% ........................................y
[tex] \frac{110}{100} = \frac{660}{y} [/tex] ⇒ y=[tex] \frac{100×660}{110} [/tex]=[tex] \frac{66000}{110} [/tex]=600
Raspuns: la inceput, telefonul costa 600 de lei.
112%......739,2
100%......x
x=660
660......110%
y..../......100%
y=600