Log Xy = 100 And Log X2 = 10, Then The Value Of Y Is?

1.	Log Xy = 100 And Log X2 = 10, Then The Value Of Y Is?
Answer» LOG2X = 10 ⇒ X = 210. ∴ logx y = 100 ⇒ y = x100 ⇒ y = (210)100 [PUT VALUE of x] ⇒ y = 21000. log2x = 10 ⇒ x = 210. ∴ logx y = 100 ⇒ y = x100 ⇒ y = (210)100 [put value of x] ⇒ y = 21000.

Answer»

LOG2X = 10 ⇒ X = 210.

∴ logx y = 100

⇒ y = x100

⇒ y = (210)100 [PUT VALUE of x]

⇒ y = 21000.

log2x = 10 ⇒ x = 210.

∴ logx y = 100

⇒ y = x100

⇒ y = (210)100 [put value of x]

⇒ y = 21000.

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Log Xy = 100 And Log X2 = 10, Then The Value Of Y Is?

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