Login
Premium
Home Question Bank Math Algebra
Question
upstudy study bank question image url

Translate the phrase into an algebraic expression. The difference of \( c \) and 2 \( \square \)

Ask by Newton Moreno. in the United States
Mar 09,2025

Upstudy AI Solution

Tutor-Verified Answer

Answer

The algebraic expression is \( c - 2 \).

Solution

1. The phrase "the difference of \( c \) and 2" indicates that we subtract 2 from \( c \). 2. Therefore, the algebraic expression is \( c - 2 \).

Answered by UpStudy AI and reviewed by a Professional Tutor

error msg
Explain
Simplify this solution

Mind Expander

The phrase "the difference of \( c \) and 2" can be translated into the algebraic expression \( c - 2 \). This means you take the value of \( c \) and subtract 2 from it. It's a straightforward operation but crucial for expressing many mathematical concepts! In the world of algebra, understanding how to express phrases accurately is like learning the vocabulary of a new language. By getting comfortable with these expressions, you can tackle more complex equations and word problems with confidence. Plus, it’s a skill that gets better with practice!

Related Questions

\begin{tabular}{l|l} Deluxe coffee is to be mixed with regular coffee to & \( \begin{array}{l}\text { To attain the minimum cost, use } \square \text { pounds } \\ \text { make at least } 46 \text { pounds of a blended coffee. The } \\ \text { mixture must contain at least } 10 \text { pounds of deluxe }\end{array} \) \\ of deluxe coffee and \( \square \) pounds of regular \\ coffee. Deluxe coffee costs \( \$ 6 \) per pound and \\ regular coffee \( \$ 4 \) per pound. How many pounds of & \( \begin{array}{l}\text { coffee. } \\ \text { each kind of coffee should be used to } \\ \text { minimize costs? }\end{array} \)\end{tabular}
Algebra United States Mar 09, 2025
A pension fund manager decides to invest a total of at most \( \$ 45 \) million in U.S. Treasury bonds paying \( 3 \% \) annual interest and in mutual funds paying \( 5 \% \) annual interest. She plans to invest at least \( \$ 5 \) million in bonds and at least \( \$ 20 \) million in mutual funds. Bonds have an initial fee of \( \$ 100 \) per million dollars, while the fee for mutual funds is \( \$ 200 \) per million. The fund manager is allowed to spend no more than \( \$ 8000 \) on fees. How much should be invested in each to maximize annual interest? What is the maximum annual interest? The amount that should be invested in Treasury bonds is \( \$ \square \) million and the amount that should be invested in mutual funds is \( \$ \square \) million.
Algebra United States Mar 09, 2025
A patient takes vitamin pills. Each day she must have at least 150 IU of vitamin \( \mathrm{A}, 3 \mathrm{mg} \) of vitamin \( \mathrm{B}_{1} \), and 60 mg of vitamin C . She can choose between pill 1 , which contains 90 IU of vitamin \( \mathrm{A}, 1 \mathrm{mg} \) of vitamin \( \mathrm{B}_{1} \), and 10 mg of vitamin C , and pill 2 , which contains 30 IU of vitamin \( \mathrm{A}, 1 \mathrm{mg} \) of vitamin \( \mathrm{B}_{1} \), and 40 mg of vitamin C . Pill 1 costs \( 10 \phi \), and pill 2 costs \( 20 \phi \). How many of each pill should she buy in order to minimize her cost? What is the minimum cost? She should buy \( \square \) of pill 1 and \( \square \) of pill 2 . The minimum cost is \( \$ \square \). (Simplify your answers. Type integers or decimals.)
Algebra United States Mar 09, 2025
If \( x+y=25 \) \( x-y=5 \) What is Value of \( \frac{x}{3} \) W
Algebra United States Mar 09, 2025
A pension fund manager decides to invest a total of at most \( \$ 45 \) million in U.S. Treasury bonds paying \( 3 \% \) annual interest and in mutual funds paying \( 5 \% \) annual interest. She plans to invest at least \( \$ 5 \) million in bonds and at least \( \$ 20 \) million in mutual funds. Bonds have an initial fee of \( \$ 100 \) per million dollars, while the fee for mutual funds is \( \$ 200 \) per million. The fund manager is allowed to spend no more than \( \$ 8000 \) on fees. How much should be invested in each to maximize annual interest? What is the maximum annual interest? The amount that should be invested in Treasury bonds is \( \$ \square \) million and the amount that should be invested in mutual funds is \( \$ \square \) million.
Algebra United States Mar 09, 2025

Latest Algebra Questions

\[ f(x) = 3x + 4 \quad g(x) = 2x - 3 \] \[ \text{Encuentra: } f \circ g(x) \]
Algebra Chile Mar 09, 2025
A pension fund manager decides to invest a total of at most \( \$ 45 \) million in U.S. Treasury bonds paying \( 3 \% \) annual interest and in mutual funds paying \( 5 \% \) annual interest. She plans to invest at least \( \$ 5 \) million in bonds and at least \( \$ 20 \) million in mutual funds. Bonds have an initial fee of \( \$ 100 \) per million dollars, while the fee for mutual funds is \( \$ 200 \) per million. The fund manager is allowed to spend no more than \( \$ 8000 \) on fees. How much should be invested in each to maximize annual interest? What is the maximum annual interest? The amount that should be invested in Treasury bonds is \( \$ 10 \) million and the amount that should be invested in mutual funds is \( \$ 35 \) million. The maximum annual interest is \( \$ \square \).
Algebra United States Mar 09, 2025
A pension fund manager decides to invest a total of at most \( \$ 45 \) million in U.S. Treasury bonds paying \( 3 \% \) annual interest and in mutual funds paying \( 5 \% \) annual interest. She plans to invest at least \( \$ 5 \) million in bonds and at least \( \$ 20 \) million in mutual funds. Bonds have an initial fee of \( \$ 100 \) per million dollars, while the fee for mutual funds is \( \$ 200 \) per million. The fund manager is allowed to spend no more than \( \$ 8000 \) on fees. How much should be invested in each to maximize annual interest? What is the maximum annual interest? The amount that should be invested in Treasury bonds is \( \$ \square \) million and the amount that should be invested in mutual funds is \( \$ \square \) million.
Algebra United States Mar 09, 2025
A pension fund manager decides to invest a total of at most \( \$ 45 \) million in U.S. Treasury bonds paying \( 3 \% \) annual interest and in mutual funds paying \( 5 \% \) annual interest. She plans to invest at least \( \$ 5 \) million in bonds and at least \( \$ 20 \) million in mutual funds. Bonds have an initial fee of \( \$ 100 \) per million dollars, while the fee for mutual funds is \( \$ 200 \) per million. The fund manager is allowed to spend no more than \( \$ 8000 \) on fees. How much should be invested in each to maximize annual interest? What is the maximum annual interest? The amount that should be invested in Treasury bonds is \( \$ \square \) million and the amount that should be invested in mutual funds is \( \$ \square \) million.
Algebra United States Mar 09, 2025
A patient takes vitamin pills. Each day she must have at least 420 IU of vitamin \( \mathrm{A}, 12 \mathrm{mg} \) of vitamin \( \mathrm{B}_{1} \), and 90 mg of vitamin C . She can choose between pill 1 , which contains 90 IU of vitamin \( \mathrm{A}, 2 \mathrm{mg} \) of vitamin \( \mathrm{B}_{1} \), and 10 mg of vitamin C , and pill 2 , which contains 60 IU of vitamin \( \mathrm{A}, 2 \mathrm{mg} \) of vitamin \( \mathrm{B}_{1} \), and 25 mg of vitamin C . Pill 1 costs \( 25 \phi \), and pill 2 costs \( 75 \phi \). How many of each pill should she buy in order to minimize her cost? What is the minimum cost? She should buy \( \square \) of pill 1 and \( \square \) of pill 2 . The minimum cost is \( \$ \square \). (Simplify your answers. Type integers or decimals.)
Algebra United States Mar 09, 2025
Prev Next
Try Premium now!
Try Premium and ask Thoth AI unlimited math questions now!
Maybe later Go Premium
Study can be a real struggle
Why not UpStudy it?
Select your plan below
Premium

You can enjoy

Start now
  • Step-by-step explanations
  • 24/7 expert live tutors
  • Unlimited number of questions
  • No interruptions
  • Full access to Answer and Solution
  • Full Access to PDF Chat, UpStudy Chat, Browsing Chat
Basic

Totally free but limited

  • Limited Solution
Welcome to UpStudy!
Please sign in to continue the Thoth AI Chat journey
Continue with Email
Or continue with
By clicking “Sign in”, you agree to our Terms of Use & Privacy Policy