Which of the following describes graphing y ≥ |x| + 4? translate y = |x| down 4 units and shade inside the v. translate y = |x| up 4 units and shade inside the v. translate y = |x| left 4 units and shade inside the v. translate y = |x| right 4 units and shade inside the v.

Look, when you want to do something like put it like x^2. x2 could mean x² or x₂. so to clear confusion, know the notation. to find the product multiply the x's and you get -8x and the y's and you get 6y. since it's all being multiplied it is just -8x6y, or answer a. although the better answer is -48xy(combining -8 and 6) because you should multiply constants whenever you can.

1. statement- ca is parallel to db and e is the midpoint of ad reason- given2. statement- reason- alternate interior angles3. statement- de is congruent to ae reason- definition of midpoint4. statement- triangle aec is congruent to triangle deb reason- asa (angle side angle)