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Alternatively , Suppose 0.4x sandwiches were sold and thus 0.6x salads were sold

Since 30% of the 0.4x sandwiches were bought by customers who also bought a salad

0.28x customers bought only a sandwich
0.12x bought a sándwich and salad
0.48x customers bought only a salad

Thus 0.48x of the 0.88x customers (6/11 of total) bought only a salad

6/11 of 198 = 108
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If x bought only a salad, 198 - x bought a sandwich . 0.3(198 -x) bought both .

198 - x is 40% of (1.3(198) - 0.3x)

Solve for x ( manageable but not fun )
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also , for every 100 items purchased

40 were sandwiches , 12 of which were puchased by people who also bought a salad.
60 were salads , 12 of which were purchased by costumers who also bought a sandwich . The other 48 were purchased by customers who bought only a salad

Thus for every 88 customers , there were 48 customers who bought only a salad.

48/88 = 6/11
And 6/11 of 198= 108
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