f (3x 2 -7x 30) 1/2 - (2x 2 – 7x -5) 1/2 = x-5 , has α and β as its roots , then the value of αβ is

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Please write question properly, what is the sign between 7x and 30 in function?

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f (3x 2 -7x 30) 1/2 - (2x 2 – 7x -5) 1/2 = x-5 , has α and β as its roots , then the value of αβ is

f (3x² -7x 30)^1/2 - (2x² – 7x -5)^1/2 = x-5 , has α and β as its roots , then the value of αβ is

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f (3x 2 -7x 30) 1/2 - (2x 2 – 7x -5) 1/2 = x-5 , has α and β as its roots , then the value of αβ is

f (3x2 -7x 30)1/2 - (2x2 – 7x -5)1/2 = x-5 , has α and β as its roots , then the value of αβ is

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f (3x² -7x 30)^1/2 - (2x² – 7x -5)^1/2 = x-5 , has α and β as its roots , then the value of αβ is