| xa(b-c)/xb(a-c)divided by (xb/xa)c = 1 | class 9 maths chapter 1 number system |

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| xa(b-c)/xb(a-c)divided by (xb/xa)c = 1 | (x^(a(b - c)))/(x ^ (b(a - c))) / (((x ^ b)/(x ^a)) ^c)=1 | xa(b-c)/xb(a-c)divided by (xb/xa)c = 1 | (x^(a(b - c)))/(x ^ (b(a - c))) / (((x ^ b)/(x ^a)) ^c)=1
Q53 | Prove that x^a(b-c) /x^b(a-c) ÷(x^b/x^a)^c=1 Q53 | Prove that x^a(b-c) /x^b(a-c) ÷(x^b/x^a)^c=1
Q59 | Prove that:- (x^a/x^b )^(1/ab)⋅(x^b/x^c )^(1/bc)⋅(x^c/x^a )^(1/ca)=1 Q59 | Prove that:- (x^a/x^b )^(1/ab)⋅(x^b/x^c )^(1/bc)⋅(x^c/x^a )^(1/ca)=1
Prove that - [(x^a/b^b)^(a^2+ab+b^2)] [(x^b /x^c)^(b^2+bc+c^2] [(x^c/xa) ^(c^2+ac+c^2)] = 1 Prove that - [(x^a/b^b)^(a^2+ab+b^2)] [(x^b /x^c)^(b^2+bc+c^2] [(x^c/xa) ^(c^2+ac+c^2)] = 1
IX Number System Simplify 1 1 + x^b a + x^c a + 1 1 + x^a b + x^c b + 1 1 + x^a c + x^b c IX Number System Simplify 1 1 + x^b a + x^c a + 1 1 + x^a b + x^c b + 1 1 + x^a c + x^b c