Question

$x \sqrt{x} + (1 \div x\sqrt{x} ) = 9 \: \: \sqrt{x} + (1 \div \sqrt{x} ) =$
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Answer 1

Step-by-step explanation:

x√x + (1/x√x) = 9√x + (1/√x)

taking LCM

=> {(x√x)×(x√x) +1 } / x√x = { (9√x)(√x) + 1 } / √x

=> ( x³+1) / x√x =( 9x + 1 )/√x

=> (x³+1) = (9x+1) × x√x / √x

=> (x³+1) = (9x+1)(x)

=> x³+1 = 9x² + x

=> x³-9x²-x+1 = 0

Answer 2

Answer:

IDK

Step-by-step explanation: