If d is the HCF of 56 and 72, Find x and y satisfying d = 56x + 72y. Show that x and y are not uniq

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If d is the H.C.F of 56 and 72 , find the x,y satisfying d =56x+72y .also show that x and y are not.If d is the H.C.F of 56 and 72 , find the x,y satisfying d =56x+72y .also show that x and y are not.
Class 10 Maths Chapter-1 Real Numbers|Question Based on HCF|HCF of 56 And 72 is 56x+72y,Find x and yClass 10 Maths Chapter-1 Real Numbers|Question Based on HCF|HCF of 56 And 72 is 56x+72y,Find x and y
If d is the HCF of 56 & 72, find x and y satisfying d=56x+72y. Also prove that x and y arenIf d is the HCF of 56 & 72, find x and y satisfying d=56x+72y. Also prove that x and y aren't unique
If d is the HCF of 56 and 72 , find x, y satisfying d=56 x+72 y.If d is the HCF of 56 and 72 , find x, y satisfying d=56 x+72 y.
If d is the hcf of 56 and 72 find x and y satisfying d=56x+72y | If d is the hcf of 45 and 27 find xIf d is the hcf of 56 and 72 find x and y satisfying d=56x+72y | If d is the hcf of 45 and 27 find x
35 | if d is the HCF of 56 and 72 find out X and y satisfying d=56X+27y also show that x and y are |35 | if d is the HCF of 56 and 72 find out X and y satisfying d=56X+27y also show that x and y are |
Express the HCF of 56 and 72 in the form of 56m + 72n. Show that m and n are NOT UNIQUEExpress the HCF of 56 and 72 in the form of 56m + 72n. Show that m and n are NOT UNIQUE
Vind gehele getallen x, y als ggd(56, 72) = 56x + 72y met behulp van het Euclidische algoritmeVind gehele getallen x, y als ggd(56, 72) = 56x + 72y met behulp van het Euclidische algoritme