PŠPT - Pasja Šola Pridne Tačke (Dog School)🐶🐕 Mystery Cache

Da bi uspešno opravili srednješolski zaključni izpit, morajo elitni psi reševati vprašanja z različnih področij, kot so logika, matematika, fizika in biologija. Psi, ki opravijo ta test, so inteligentnejši od mnogih ljudi.

Spodaj boste videli nekaj vzorčnih vprašanj, ki pridejo v poštev pri končnem izpitu. Ali jih lahko rešite?

LOGIKA - vzorčno vprašanje:

Za pridobitev dodatnega denarja študent Jure Natek sprehaja pse v lokalnem parku Tivoli. Njegove storitve trenutno koristi pet njegovih sosedov, ki ne morejo vsak dan hoditi s svojimi psi na sprehod. Ali lahko iz spodnjih sledi odkrijete številko hiše, v kateri živi vsak pes, ime njegovega lastnika in kolikokrat na teden Jure pelje psa tega lastnika na sprehod po parku?

1. Rambo gre v park pogosteje kot pes Lajka gospoda Berganta.
2. Gospod Cerar živi v hiši št. 3. Jure sprehaja njegovega psa Bacchusa v park štirikrat na teden.
3. Pes gospodične Dolinar gre v park dvakrat na teden.
4. Taras (ki pripada gospe Grah) gre v park bolj pogosto kot pes iz hiše št. 1, ki gre v park več kot enkrat na teden.
5. Romeo (ki ni pes gospodične Dolinar) hodi z Juretom na sprehod petkrat na teden.
6. Pes iz hiše št. 2 uživa z Juretom v parku trikrat na teden.
7. Gospa Novak ne živi v hiši št. 5.

E = hišna številka Taras + hišna številka Romeo

BIOLOGIJA (poudarek je na pasmah psov):

1. Kako se imenuje dolgolasi pes na sliki?

? Terrier: Število črk v prvi besedi imena – 2 = F

2. In kako je ime temu psu z zanimivim videzom?

a) Chesapeake Bay Retriever

b) Curly Coated Retriever

c) Nova Scotia Retriever

d) Lamb Fur Retriever

Število črk v drugi besedi imena + 1 = C

3. Ali poznate ime te relativno nove nemške pasme?

Število črk imena pasme = D

Dve vzorčni vprašanji s področja matematike (z malo fizike):

Vprašanje 1:

Nemški ovčar Rex močno pogreša svojega gospodarja Rolfusa Transalpinusa. Pogreša ga tako zelo, da teče od Kinološkega društva v Ljubljani vse do Stuttgarta (Nemčija), kjer je njegov gospodar na poslovnem srečanju v konferenčnem hotelu. Razdalja (v zračni črti) med izhodiščem v Ljubljani in konferenčnim hotelom v Stuttgartu je natanko 500 km.

Temperatura zraka znaša okoli 20 stopinj Celzija. Predvidevajmo, da Alpe ne obstajajo in da Rex teče v ravni liniji in se ne ustavlja. Na njegovo zadnjo nogo je privezana pločevinka. Koraki psa so dolgi 1 meter in z vsakim korakom pločevinka enkrat udari ob tla. Njegova začetna hitrost je 1 m/s. Vsakič ko sliši, da se pločevinka udari ob tla, pes podvoji svojo hitrost.

S kakšno hitrostjo Rex prispe v hotel svojega gospodarja v Stuttgartu?

Odgovor = XYZ m/s              A = Y

Vprašanje 2:

Švicarski planinski pes Enzo je vedno popolnoma srečen, ko vidi svojega gospodarja in pohiti k njemu. Če Enzo vidi svojo gospodarico, pa teče k njej. Dokler gospodar in gospodarica ne stojita drug ob drugem, bo Enzo tekel sem in tja med obema.

Na lep pomladni dan gre gospodar s psom od doma proti ženini službi. Žena pa gre istočasno s kolesom iz službe proti domu.

Enzo pozna pot svoje gospodarice, ki vodi skozi ogromen mestni park. Enzo ve, da je gospodarica na poti domov. Pot od Enzovega doma do njene pisarne je dolga natanko deset kilometrov. Takoj, ko se gospodar in Enzo odpravita od doma, Enzo pospeši svoj korak in začne teči proti gospodaričini službi.

Enzo teče s hitrostjo 20 km/h, njegov gospodar hodi s hitrostjo 5 km/h. Gospodarica se s kolesom vozi s hitrostjo 15 km/h.

Ko Enzo prispe do gospodarice, ki se vozi proti njemu, se takoj obrne in se vrne k svojemu gospodarju. Ko je Enzo pri gospodarju, se takoj obrne in teče nazaj k svoji lastnici. Enzo teče sem in tja med gospodarjem in njegovo ženo toliko časa, dokler se ne srečata.

Koliko km preteče Enzo v svoji divji dirki?

Pri izračunu upoštevajmo, da Enzo teče s stalno hitrostjo 20 km/h, da teče v ravni črti in se nikoli ne ustavi.

Odgovor = Enzova celotna pot v km – 6 = B

TEST for ENGLISH DOGS:

In order to pass the final exam of high school, elite dogs have to solve questions from various fields like logic, mathematics and biology. The dogs who pass this test are more intelligent than many human beings.

Below you will see a few sample questions from the final dog exam. Are you able to solve them? 

Sample question LOGIC:

To earn extra money, student Jure Natek takes dogs for walks in the local Tivoli park. His services are currently employed by five of his neighbours, who can't personally walk their dogs every day. From the clues below, can you discover the number of the house at which each dog lives, the name of his owner and the number of times per week that Jure takes the dog of that owner for a walk in the park?

1. Rambo is taken to the park more often than Mr. Bergant's dog Lajka.
2. Mr. Cerar lives at house No. 3. Jure takes his Bacchus to the park four times every week.
3. Miss Dolinar's dog goes to the park twice per week.
4. Taras (who belongs to Mrs. Grah) goes to the park more often than the dog from house No. 1, who does get taken to the park more than once per week.
5. Romeo (not Miss Dolinar's dog) is taken for a run in the park five times every week.
6. The dog from No. 2 gets taken out three times per week.
7. Mrs. Novak doesn't live at No. 5.

E = House number Taras ´`´ + (plus) house number Romeo

Sample questions BIOLOGY (focus on dog breeds):

1. What's the name of the long-haired dog in the picture?

? Terrier: Number of letters in the first word of the name – 2 = F

2. And what’s the name of this interesting looking dog?

a) Chesapeake Bay Retriever

b) Curly Coated Retriever

c) Nova Scotia Retriever

d) Lamb Fur Retriever

Number of letters in the second word of the name + 1 = C

3. Do you know the name of this relatively new German dog breed?

Number of letters of the name of the dog breed = D

Two sample questions MATHEMATICS (with a little bit of Physics):

Question 1:

German Shepherd Dog Rex misses his master Rolfus Transalpinus so much that he runs from the Cynological Society in Ljubljana to Stuttgart (Germany) where his master is attending a business meeting in a conference hotel. The distance (as the crow flies) between the starting point in Ljubljana and his master’s hotel in Stuttgart is exactly 500 km.

Let us assume that the Alps do not exist, that Rex runs in a straight line and does not pause, and that the air temperature is approx. 20 degrees Celsius. A tin can is tied to the dog's hind leg. The Shepherd takes steps of 1 meter in length and with each step the tin can strikes once. His starting speed is 1 m/s. Each time he hears the tin can bumping on the ground, the dog doubles his speed.

At what speed does Rex arrive at his master’s hotel in Stuttgart?

Answer = XYZ m/s                A = Y

Question 2:

Greater Swiss Mountain Dog Enzo is always totally happy when he sees his master and is rushing towards him. If Enzo discovers his mistress, he runs to her. As long as master and mistress are not standing next to each other, the dog races back and forth between the both of them.

On a beautiful spring day, the master wants to walk towards his wife, who comes home from work by bike. Enzo and his master start exactly at the same moment from home, when his mistress gets on the bike and drives off.

Enzo knows the way of his mistress through the huge city park and knows that his mistress is on the way to him. The way from Enzo's home to the office of his mistress is exactly 10 kilometers long. The dog races off immediately.

Enzo races at 20 km/h. His master is walking on foot at 5 km/h. The mistress is riding her bike at a speed of 15 km/h.

When Enzo finally reaches his mistress, who is cycling towards him, he turns around straight away in order to race back to his master. Once there, Enzo immediately turns around to run back to his mistress. This back and forth repeats itself until master and mistress finally meet.

Which distance does Enzo cover in his wild back and forth race?

For the sake of simplicity we assume that the dog is always exactly 20 km/h fast, runs in a straight line and does not make any stops.

Answer = Distance covered by Enzo in km – 6 = B