Answer :
Sure! Let’s break down the phrase "7 more than twice Chrissy's savings" step by step to translate it into an algebraic expression.
1. Identify the variable:
- We are given that the variable [tex]\( c \)[/tex] will represent Chrissy's savings.
2. Understand "twice Chrissy's savings":
- "Twice" means two times, so twice Chrissy's savings is [tex]\( 2c \)[/tex].
3. Translate "7 more than twice Chrissy's savings":
- "7 more than" means adding 7 to the previous quantity.
Putting it all together, we get:
- "Twice Chrissy's savings" is [tex]\( 2c \)[/tex].
- "7 more than" means we add 7 to [tex]\( 2c \)[/tex].
Therefore, the algebraic expression for "7 more than twice Chrissy's savings" is:
[tex]\[ 2c + 7 \][/tex]
1. Identify the variable:
- We are given that the variable [tex]\( c \)[/tex] will represent Chrissy's savings.
2. Understand "twice Chrissy's savings":
- "Twice" means two times, so twice Chrissy's savings is [tex]\( 2c \)[/tex].
3. Translate "7 more than twice Chrissy's savings":
- "7 more than" means adding 7 to the previous quantity.
Putting it all together, we get:
- "Twice Chrissy's savings" is [tex]\( 2c \)[/tex].
- "7 more than" means we add 7 to [tex]\( 2c \)[/tex].
Therefore, the algebraic expression for "7 more than twice Chrissy's savings" is:
[tex]\[ 2c + 7 \][/tex]
