1003055513
Level:
A
\( 280 \) tickets were sold for the show, including \( 126 \) reduced tickets. What percentage of tickets sold were reduced tickets?
\( 45\% \)
\( 33\% \)
\( 22\% \)
\( 63\% \)
A
1003055512
Level:
A
The price of a certain commodity increased from \( 1200 \) zlotys to \( 1248 \) zlotys. By what percentage the price has risen?
\( 4\% \)
\( 40\% \)
\( 0.4\% \)
\( 0.04\% \)
1003055511
Level:
A
The price of an item without the tax equals \(60\) zlotys. When we add \(22\%\) tax to the price, the item costs
\( 73.20 \) zlotys
\( 49.18 \) zlotys
\( 60.22 \) zlotys
\( 82 \) zlotys
1003055510
Level:
A
A pair of trousers costs \( 126 \) zlotys after a \( 30\% \) discount. How much did the trousers cost before the discount?
\( 180 \) zlotys
\( 163.80 \) zlotys
\( 294 \) zlotys
\( 420 \) zlotys
1003055509
Level:
A
Mr. Nowak deposited \( 2000 \) zlotys into his savings account at an annual interest rate of \( 4.5\% \), compounded annually. At the end of the year, the \( 19\% \) tax of the interest was deducted. What was the amount of the money deducted?
\( 17.10 \) zlotys
\( 19 \) zlotys
\( 38 \) zlotys
\( 85.50 \) zlotys
1003055508
Level:
A
In a chess tournament \( 70\% \) of all participants were boys. Girls were \( 20\% \) of the number of boys. Other participants of the event were coaches and judges. Find the percentage of girls with the reference to all the participants of the tournament.
\( 14\% \) of all participants
\( 30\% \) of all participants
\( 50\% \) of all participants
Not enough information to find a solution.
1003055507
Level:
A
The number \( a \) is by \( 30\% \) bigger than the number \( b \). It means that \( b \) is smaller than \( a \)
by \( 23\frac1{13}\% \).
by \( 30\% \).
by \( 25\% \).
by \( 70\% \).
1003055506
Level:
A
A notebook and a pen cost the same amount of money. The price of the notebook was increased by \( 3\% \), and the price of the pen was increased by \( 5\% \). For the set consisting of \( 5 \) notebooks and \( 5 \) pens you need to pay more than before the rise
by \( 4\% \).
by \( 8\% \).
by \( 5\% \).
by \( 15\% \).
1103055505
Level:
A
In the warehouse there were \( 400 \) kilograms of fruit. The diagram shows the percentage composition of fruit in the warehouse according to their weight. How many kilograms of pears were there?
\( 140\,\mathrm{kg} \)
\( 150\,\mathrm{kg} \)
\( 145\,\mathrm{kg} \)
\( 155\,\mathrm{kg} \)
1003055504
Level:
A
If \( 12\% \) of the number \( a \) equals \( 15 \), then
\( a = 125 \).
\( a = 75 \).
\( a = 80 \).
\( a = 150 \).