Evaluate $$|8x+6|+2∙|6-8x|$$ for $$x=4$$.

Let's break down this problem step-by-step!

1. Substitute the value of x: We are given that $$x=4$$. We need to substitute this value into the expression:
   \[ |8(4)+6|+2∙|6-8(4)| \]
2. Calculate the values inside the absolute value:
   First absolute value: $$8(4)+6 = 32+6 = 38$$.
   Second absolute value: $$6-8(4) = 6-32 = -26$$.
   So the expression becomes:
   \[ |38|+2∙|-26| \]
3. Evaluate the absolute values: The absolute value of a number is its distance from zero, so it's always positive.
   $$|38| = 38$$
   $$|-26| = 26$$
   The expression is now:
   \[ 38 + 2 ∙ 26 \]
4. Perform the multiplication:
   $$2 ∙ 26 = 52$$.
   The expression is now:
   \[ 38 + 52 \]
5. Perform the addition:
   $$38 + 52 = 90$$.

Ответ: 90