Y=2•5^x State the domain and range using inequalities A) Domain x >0; Range: all real numbers B) Domain x ≥ 0; Range y ≥ 0 C. Domain: all real numbers; Range: Y>0 D)

Q: 4- x - 2 ≥0

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Q: 8 4n-3 +8>32

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Q: 2. Domain: Range: Zeros: Y-intercept:

A: Domain is the all possible values of x such that f(x) exists. So the domain is (-3,2). Range is the…

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Q: In a table, list down 3 original examples of domain and range in real-life scenarios related with…

A: The real-life scenarios to understand domain and range are given as follows:

Q: Domain: Range: Function:

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Q: Describe all the x-values at a distance of 20 or less from the number 7.   Enter your answer in…

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Q: 3x - 7 2x + 2

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Q: A y 10+ -10-8 -6-4 -2 8 9 2 2 7 6 8 -10- 2 45 8~9 10 X

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Q: Domain : Range :

A: The given graph is : To find the domain and range.

Q: 3) Domain: 4) Domain: Range: Range: Function: Function:

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Q: list of ordered pairs if there is more thar x^(2)-2y=12 x^(2)+3y=-8

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Q: Write [-4,2] as an intersection of open intervals.

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Q: Express the distance between the numbers -2 and 5 using absolute value. Then, find the distance by…

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Q: * -2 Ay AY 2 4 x a) x-intercept: c) Domain: a) x-intercepts: c) Domain: e) Where is the function…

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Q: 5) Domain: Range: Function:_

A: Domain : all value of x where function is defined  Domain :[-5,-1] Range : (-2,2]

Q: 7 10b + 9-7<-14

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Q: y 10 -10 -5 10 -10

A: From the graph we can see that, x-values are ranging from -∞ to ∞. Therefore domain is (-∞, ∞).

Q: 5) Domain: Range: Function:_

A: Domain : all the x value where function is defined Domain:[-5,-1] Range :(-2,2]