The value of m in the linear equations is 4n + 8. In other words,
the solution to the equation m - 4n = 8 for m is m = 4n + 8
To solve the equation m - 4n = 8 for m, we need to isolate the variable m on one side of the equation.
Step 1: Start with the equation m - 4n = 8.
Step 2: To isolate m, we want to get rid of the term -4n. We can do this by adding 4n to both sides of the equation:
m - 4n + 4n = 8 + 4n.
Simplifying the equation, the -4n and +4n terms cancel out, leaving us with:
m = 8 + 4n.
Step 3: We can rearrange the terms to write the equation in the standard form:
m = 4n + 8.
Therefore, the solution to the equation m - 4n = 8 for m is m = 4n + 8.
Hence, the value of m in the linear equations is 4n + 8. In other words,
the solution to the equation m - 4n = 8 for m is m = 4n + 8
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The domain of this function is ?
negative infinity to zero
0 to infinity
negative infinity to infinity
The range of this function is?
0 to infinity
3 to infinity
negative infinity to infinity
The domain of this function is:
C.) Negative infinity to infinity
The range of this function is:
A.) 0 to infinity
Y=4^x-5+3
The domain of this function is:
C.) Negative infinity to infinity
The range of this function is:
B.) 3 to infinity
For the function y = 3 • 5x, the domain is all real numbers (negative infinity to infinity) and the range is all real numbers from zero to infinity.
In mathematics, the domain of a function is the complete set of possible values of the independent variable. In the case of the function y = 3 • 5x, the independent variable is 'x' which can take any real number. Therefore, the domain of this function is from negative infinity to infinity.
The range of a function is the complete set of possible values of the dependent variable. In this function, the dependent variable is 'y', which increases as 'x' increases. Because the lowest value y can take is 0 (when x is 0), the range is from 0 to infinity.
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b. Write an equation in standard form representing the area of the picture and the frame. Explain how you arrive at your osition.
Answer: a) Quadratic equation b)
Step-by-step explanation:
Since we have given that
Length of photograph = 8 inches
Width of photograph = 10 inches
It is surrounded by a frame with uniform width 'x'.
So, Length of picture and frame becomes
Width of picture and frame becomes
So, Area of picture and frame becomes
Hence, a) Quadratic equation b)
B. 8 left parenthesis x plus 1.5 y right parenthesis; Mike’s hourly wage is 1.5 times Harry’s.
C. 12 left parenthesis 8 x plus y right parenthesis ; Harry’s hourly wage is 8 times Mike’s.
D. 8 left parenthesis x plus 4 y right parenthesis ; Mike’s hourly wage is 4 times Harry’s.
Answer:
Step-by-step explanation: