Question

The number yof calories burned after xhours of rock climbing is represented by the linear function y=650x.a. What is the domain of the function? Is the domain discrete or continuous?all real numbers; continuousall whole numbers; discretex≥0x≥0; continuousy≥0y≥0; continuousQuestion 2Explain.The domain is not restricted, so the time can be any real number.The time can only be whole numbers of hours greater than or equal to 0.The time can be any real number greater than or equal to 0.The calories burned can be any number greater than or equal to 0.Question 3b. Graph the function using its domain.RayUndoRedoResetHoursCalories burned (in thousands)123450.651.31.952.63.25

Answer 1

y = 650x is an illustration of a linear function

• The domain of the function is: $x \ge 0$
• The domain is continuous

The function is given as:

$y = 650x$

Where:

$x \to$ hours on the clock

Because x represents time, it cannot take a negative value.

So, the domain is  $x \ge 0$

Also:

x can take a whole number or decimal numbers

i.e. You can climb for 3 hours or part of an hour

When a data can take decimal, then such data is continuous.

Hence, the domain is continuous

See attachment for the graph of $y = 650x$

Read more about domain and linear functions at:

brainly.com/question/4786835