Price of cake

Honzík invited a few friends to his home and for refreshments he bought, among other things, 30 cakes of three different kinds. The price of one blueberry cake was 8 crowns, one poppy cake cost one crown more than one curd cake. Poppy cakes were a third, and he paid for them the same price as for the curd ones. For all the cakes he paid a total of 184 crowns. How many crowns did one curd cake cost and how many blueberry cakes did he buy?

Final Answer:

x =  5 Kc/ks
b =  8

Step-by-step explanation:

30=b+t+m 184 = 8b+t x+m y y=x+1 t x = m y  b=8 m=10 t=12 y=6 x=5=5 Kc/ks

Sorry, equation/equations do not have an integer solution ... Please check them.

Calculated by our Diofant problems and integer equations.
b=8



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