the equation ax^2 = log x (x0,a is a real number) has one solution if a has one solution if a 0 has one solution if a=1/2e has one solution if a=e/2.

Question

the equation ax^2 = log x (x>0,a is a real number) has one solution if a has one solution if a >0 has one solution if a=1/2e has one solution if a=e/2.

Arun · Answer

Dear student there are only three option written correctly. among those none is correct. Please repost the option 1 or you can attach an image too. I will be happy to help you.

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the equation ax^2 = log x (x>0,a is a real number) has one solution if a has one solution if a >0 has one solution if a=1/2e has one solution if a=e/2.

the equation ax^2 = log x (x>0,a is a real number)

has one solution if a

has one solution if a >0

has one solution if a=1/2e

has one solution if a=e/2.

1 Answers

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the equation ax^2 = log x (x>0,a is a real number) has one solution if a has one solution if a >0 has one solution if a=1/2e has one solution if a=e/2.

the equation ax^2 = log x (x>0,a is a real number) has one solution if a has one solution if a >0 has one solution if a=1/2e has one solution if a=e/2.

1 Answers

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the equation ax^2 = log x (x>0,a is a real number)

has one solution if a

has one solution if a >0

has one solution if a=1/2e

has one solution if a=e/2.