Answer
$(2\sqrt{x}-5)(3\sqrt{x}+1)=6x-13\sqrt{x}-5$
Work Step by Step
$(2\sqrt{x}-5)(3\sqrt{x}+1)$
Evaluate the product and simplify if possible:
$(2\sqrt{x}-5)(3\sqrt{x}+1)=(2\sqrt{x})(3\sqrt{x})+2\sqrt{x}-15\sqrt{x}-5=...$
$...=6\sqrt{x^{2}}+2\sqrt{x}-15\sqrt{x}-5=6x+2\sqrt{x}-15\sqrt{x}-5=...$
$...=6x-13\sqrt{x}-5$
