Ques 43: Choose the correct answer. If log x=(1/2) log y = (1/5) log z

1.	Ques 43: Choose the correct answer. If log x=(1/2) log y = (1/5) log z, the value of x^yºz2 is: Option 1:0 Option 2:1 Option 3:2 Option 4:3 Option 5 : None of these
Answer» Answer: if LOG x=(1/2) log y=(1/5) log Z, the VALUE of x^y°z2 is-= OPTION 3:2

Ques 43: Choose the correct answer. If log x=(1/2) log y = (1/5) log z, the value of x^yºz2 is: Option 1:0 Option 2:1 Option 3:2 Option 4:3 Option 5 : None of these

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if LOG x=(1/2) log y=(1/5) log Z, the VALUE of x^y°z2 is-= OPTION 3:2

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Ques 43: Choose the correct answer. If log x=(1/2) log y = (1/5) log z, the value of x^yºz2 is: Option 1:0 Option 2:1 Option 3:2 Option 4:3 Option 5 : None of these​

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Ques 43: Choose the correct answer. If log x=(1/2) log y = (1/5) log z, the value of x^yºz2 is: Option 1:0 Option 2:1 Option 3:2 Option 4:3 Option 5 : None of these