How many prime implicants are in this Karnaugh map?

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kukumaluboy
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I need to find the total number of Prime Implicants in a Kmap

2w3nsli.jpg

Is the one in red also a prime implicant?
 
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Prime implicants are the biggest quadratic groups you can create from certain adjacent 1-cells. So, since you can form that quadratic group, and since it's the biggest possible (together with [4, 5, 7, 6]) -- yes.