Question

975 , 319 , 753, what continues the sequence ?

Answer 1

Answer:

975 , 319 , 753, 197, 531,

if you want explanation step by step so just comment me ,i will provide you in comment section

Answer 2

197, 531, 75, 309

Given:- $975 , 319, 753$

To Find:- What continues the sequence in given?

Solution:-

The pattern which the given sequence follow is:-

$975 \\ 319 \\ 753 \\ 319 - 122 = 197 \\ 753 - 222 = 531 \\ 197 - 122 = 75 \\ 531 - 222 = 309$

• Even position in the sequence is the difference between the last even position number and 122.

• Odd position in the sequence is the difference between the last odd position number and 222.

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