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Find the GCD for 5767 and 4453
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You mean GCF?
The problem says GCD @LearningIsAwesome
same thing divisor/factor
familair with euclid's algorithm ? \[\large \gcd(a, b) = \gcd(b, r)\]
\(\large a=qb+r\) *
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5767=4453*1+1314 4453=1314*3+511 1314=511*2+292 511=292*1+219 282=219*1+73 219=73*3+0 once we get to zero the last row has our GCF of 73
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