Build a Geometric Sequence
A geometric sequence grows by multiplying by the same number (the common ratio) every time.
Tap to multiply
{{ val }}
?
Find the Common Ratio
What number are we multiplying by to get to the next term?
Drag the ratio
{{ num }}
× {{ s2.filledSlots[idx] }}
startDrag(e, opt, 's2')"
class="px-4 py-2 bg-amber-400 text-amber-900 font-bold rounded-full shadow-md cursor-grab active:cursor-grabbing text-xl select-none"
:class="{'opacity-20 pointer-events-none': s2.isComplete}">
× {{ opt }}
Finding the Term
Find the {{ s3.targetN }}th term of the sequence starting with {{ s3.a1 }} (ratio ×{{ s3.r }}).
Tap to jump
Term {{ i }}
🐸
{{ i <= s3.currentJump + 1 ? s3.sequence[i-1] : '?' }}
Jumps taken: {{ s3.currentJump }} / {{ s3.targetN - 1 }}
Graph the Sequence
The formula for the term is
Plot:
Drag points to plot
🏆
Sequence Master!
You built sequences, found the common ratio, jumped to terms, and graphed exponential growth!