A crate is 7ft. Wide 7ft. Deep and 7ft. Tall write the measurements of the crate in exponential notation, standard form, and expanded form
Surely your text or your notes will tell you what these terms mean and how to change numbers from one form to another.
What have you learned in class regarding these?
To express the measurements of the crate in exponential notation, standard form, and expanded form, we can use the given dimensions.
1. Exponential Notation: In exponential notation, we can represent the dimensions of the crate in terms of powers of 10.
Width: 7 ft = 7 × 10^0 ft
Depth: 7 ft = 7 × 10^0 ft
Height: 7 ft = 7 × 10^0 ft
2. Standard Form: In standard form, we express the measurements using decimal notation.
Width: 7 ft
Depth: 7 ft
Height: 7 ft
3. Expanded Form: In expanded form, we write out the measurements using the full multiplication.
Width: 7 × 1 ft = 7 ft
Depth: 7 × 1 ft = 7 ft
Height: 7 × 1 ft = 7 ft
So, the measurements of the crate in exponential notation, standard form, and expanded form are as follows:
Exponential Notation:
Width: 7 × 10^0 ft
Depth: 7 × 10^0 ft
Height: 7 × 10^0 ft
Standard Form:
Width: 7 ft
Depth: 7 ft
Height: 7 ft
Expanded Form:
Width: 7 × 1 ft
Depth: 7 × 1 ft
Height: 7 × 1 ft