Question 859776
The first sequence starts at 3 and increments by 11.
{{{A=3+11j}}} where j is any integer greater than or equal to {{{0.0}}}
The second sequence starts at 2 and increments by 7.
{{{B=2+7k}}} where k is any integer greater than or equal to {{{0.0}}}.
So now find when {{{A=B}}}
{{{3+11j=2+7k}}}
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{{{j[0]=5}}}
{{{k[0]=8}}}
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{{{j=5+7n}}}
{{{k=8+11n}}}
Now solve for {{{A=B}}} with {{{n=1}}} through {{{n=10}}} for the first 10 values that appear in both sequences.