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DESCRIBE A PATTERN IN THE SEQUENCE OF NUMBERS. WHAT IS THE NEXT NUMBER 1,11,121,1331
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You're multiplying by 11 each time So the next number is 1331*11 = 14641
you can find the nth term of the sequence using\[a_{n}=11^{n-1}\]
for example the third term we know is 121, so\[a _{3}=11^{3-1}=11^2=121\]
Or Pascal's triangle, which is the same as multiplying by 11
cool
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except the triangle has 10's in it. 1 5 10 10 5 1
@jahed, this is pascal's triangle|dw:1316646548003:dw|
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