Linear combination of 426 and 576
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Hey folk..!!!
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@Rêyaañ11
Here's your answer...
HOPE IT HELPS..!!
@Rêyaañ11
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kamalchahal122:
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solution:
given: to express 426 and 576 in linear form.
By using euclid's division lemma,
576=426x1+150
426=150x2+126
150=126x1+24
126=24x5+6
24=6x4+0...HCF{576,426}=24
Expression to linear combination:(24=576x+426y)
24=126-(24x5)
24=126-(150-126)5
24=126-150x5+126x5
24=126x6-150x5
24=(426-150x2)6-150x5
24=426x6-150x17
24=426x6-(576-426)x17
24=426x6-576x17+426x17
24=426x23-576x17
24=576(-17)+426(23)........24=576x+426y, where,x=-17,y=23
given: to express 426 and 576 in linear form.
By using euclid's division lemma,
576=426x1+150
426=150x2+126
150=126x1+24
126=24x5+6
24=6x4+0...HCF{576,426}=24
Expression to linear combination:(24=576x+426y)
24=126-(24x5)
24=126-(150-126)5
24=126-150x5+126x5
24=126x6-150x5
24=(426-150x2)6-150x5
24=426x6-150x17
24=426x6-(576-426)x17
24=426x6-576x17+426x17
24=426x23-576x17
24=576(-17)+426(23)........24=576x+426y, where,x=-17,y=23
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