The answer is Simplify <span>6+24x-8x<span>6+24x−8x</span></span> to <span>6+16x<span>6+16x</span></span> <span>-122<6+16x<span>−122<6+16x</span></span> Subtract <span>66</span> from both sides <span>-122-6<16x<span>−122−6<16x</span></span> Simplify <span>-122-6<span>−122−6</span></span> to <span>-128<span>−128</span></span> <span>-128<16x<span>−128<16x</span></span>
Divide both sides by <span>16<span>16</span></span> <span>-{128}{16}<x<span>−<span><span><span>16</span></span><span><span>128</span></span><span></span></span><x</span></span> Simplify {128}{16}16128 to 88<span>-8<x<span>−8<x</span></span><span>Answer is x>-8 <span> </span></span>
The Bessel function or order zero of the first kind may be defined by the solution - to Bessel's differential equation - which is a finite value at the origin X=0 for positive or negative whole numbers (integers) or positive alpha (α) values.
