Sure! Let's express each of these algebraic expressions in words in two different ways:
1. Expression: [tex]\( x + 8 \)[/tex]
- Way 1: "x plus 8"
- Way 2: "the sum of x and 8"
2. Expression: [tex]\( 6(y) \)[/tex]
- Way 1: "6 times y"
- Way 2: "the product of 6 and y"
3. Expression: [tex]\( g - 4 \)[/tex]
- Way 1: "g minus 4"
- Way 2: "the difference between g and 4"
4. Expression: [tex]\( \frac{12}{h} \)[/tex]
- Way 1: "12 divided by h"
- Way 2: "the quotient of 12 and h"
This approach helps in understanding how to translate mathematical notation into verbal descriptions.
