• KingGeorge
[UNSOVED] What is the largest number (in terms of a, b, c) that can not be expressed in the form $ax+by+cz$ where $x,y,z≥0$$gcd(a,b,c)=1$and all values are non-negative integers? As an example, take $6x+10y+15z$Here, the largest integer that can't be expressed in this form given $x, y, z \geq 0$is 29. If instead you're solving the same problem, only with $ax+by$instead of$ax+by+cz$ with the same conditions that every value is a non-negative integer, the largest integer not expressible in this form is given by the formula$ab-a-b$
Mathematics
• Stacey Warren - Expert brainly.com
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SOLVED
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