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Given h(x) = (-32x^2)/(130)^2, do A to C.
A. Find x when h(x) = 0.
The set up us this:
0 = (-32x^2)/(130)^2
You say?
B. Find domain of h algebraically
To find domain, I must repeat my work for part A.
You say?
C. Find range of h algebraically
How is this done algebraically?
D. Find all intercepts
To find the x-intercept(s), I must let h(x) = 0.
Yes?
To find the y-,intercept(s), I must let x = 0.
Yes?
What do you really say?
The Rapture is the central event in biblical prophecy. The greatest truth about the Rapture is not its timing but it's reality. The Rapture will be the great disappearance.
Dr. David Jeremiah
Online
A ok.
Have a look at the graph for the rest.
Bob
Children are not defined by school ...........The Fonz
You cannot teach a man anything; you can only help him find it within himself..........Galileo Galilei
Sometimes I deliberately make mistakes, just to test you! …………….Bob
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A ok.
Have a look at the graph for the rest.
Bob
I will use a graph.
The Rapture is the central event in biblical prophecy. The greatest truth about the Rapture is not its timing but it's reality. The Rapture will be the great disappearance.
Dr. David Jeremiah
Online
A ok.
Bob
Ok?!
I see him just replacing h(x) with a zero:
0 = (-32x^2)/(130)^2
I guess he needs to go on a bit further to deduce the value of x.
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Given h(x) = (-32x^2)/(130)^2, do A to C.
B. Find domain of h algebraically
I expected to read instead:
B. Find domain of x algebraically
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Given h(x) = (-32x^2)/(130)^2, do A to C.
D. Find all interceptsTo find the x-intercept(s), I must let h(x) = 0.
Yes?To find the y-,intercept(s), I must let x = 0.
Yes?
Both correct.
Last edited by KerimF (2024-03-17 00:45:33)
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FelizNYC wrote:Given h(x) = (-32x^2)/(130)^2, do A to C.
D. Find all interceptsTo find the x-intercept(s), I must let h(x) = 0.
Yes?To find the y-,intercept(s), I must let x = 0.
Yes?Both correct.
Perfect. I can take it from here.
The Rapture is the central event in biblical prophecy. The greatest truth about the Rapture is not its timing but it's reality. The Rapture will be the great disappearance.
Dr. David Jeremiah
Online
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