Asked by Jessica Shatteen on Jul 07, 2024
Verified
What is the range of y given the domain x = -3 to x = 5 for the equation -3x + y = 15?
A) 0 to 24
B) 6 to 30
C) 24 to 30
D) -6 to -3.3
E) 0 to 30
Range
The difference between the highest and lowest values in a set of numbers.
Domain
In mathematics, it is the set of all possible input values for a function; in computing, it refers to a distinct subset of the Internet under the control of a specific organization or individual.
- Utilize algebraic methods to solve equations and understand their applications in financial contexts.
Verified Answer
JV
Ja'Quan VarnerJul 13, 2024
Final Answer :
B
Explanation :
To find the range of y given the domain of x from -3 to 5 for the equation -3x + y = 15, we substitute the values of x into the equation. For x = -3: -3(-3) + y = 15, which simplifies to 9 + y = 15, so y = 6. For x = 5: -3(5) + y = 15, which simplifies to -15 + y = 15, so y = 30. Therefore, the range of y is from 6 to 30.
Learning Objectives
- Utilize algebraic methods to solve equations and understand their applications in financial contexts.
Related questions
Solve for the Unknown Variable \frac{x}{(1.02)^{6}}+3 x(1.02)^{4}-\$ 1000=\frac{\$ 4000}{(1.02)^{3}}
Solve Accurate to the Cent \(\frac{x}{1+0.115 \times \frac{78}{365}}+3 x\left(1+0.115 \times \frac{121}{365}\right)=\$ ...
Evaluate the Answer Correct to One Decimal Place: (4 × ...
Evaluate the Answer ...
Evaluate the Answer .: 5[19 + (5 2 - 16) 2 ] 2