Begin with a row of cups and end with all of the cups in a single stack. Rules: 1. Count the number of cups in a stack. That stack must jump that number of spaces. For example, 1 cup can only move 1 space; 2 cups have to move 2...
Each puzzle is a rectangle made up completely of smaller squares. These squares have numbers inside that represents the length of their sides. Just knowing a few of the squares side lengths, can you figure out all the size of all the squares in the puzzle?
Skyscrapers come in so many different sizes! Sometimes you can’t see small skyscrapers if tall ones are in front of them. Using clues about how many skyscrapers you can see from each side you look at them, can you figure out the layout of the entire city?
Merriam Webster defines gerrymandering as “the practice of dividing or arranging a territorial unit into election districts in a way that gives one political party an unfair advantage in elections.” This activity tries to make sense of that definition using a few examples.
Anza na safu ya vikombe na kumaliza na vikombe vyote katika rundo moja. Sheria za kwanza: Hesabu idadi ya vikombe katika rundo. Mkusanyiko huo lazima kuruka idadi hiyo ya nafasi. Kwa mfano, kikombe kimoja kinaweza kuhamisha nafasi moja tu; vikombe viwili vinapaswa kuhamisha nafasi mbili... Kila puzzle ni mstatili uliofanyizwa kabisa na mraba mdogo. Mabadiliko haya yana namba ndani ambayo inawakilisha urefu wa pande zao. Kwa kuwa unajua urefu wa pande zote za mraba, unaweza kujua ukubwa wa mraba wote? Majengo makubwa ya angani huwa na ukubwa mbalimbali sana! Nyakati nyingine huwezi kuona majengo madogo ya mnara wa mawingu ikiwa majengo marefu yako mbele yao. Kwa kutumia vidokezo kuhusu ni skyscrapers ngapi unaweza kuona kutoka kila upande wewe kuangalia yao, unaweza kufikiri mpangilio wa mji mzima? "Mariam Webster anaelezea ""gerrymandering"" kama ""mazoea ya kugawanya au kupanga kitengo cha eneo katika wilaya za uchaguzi kwa njia ambayo inatoa chama kimoja cha kisiasa faida isiyo ya haki katika uchaguzi."""