Asked by maria
Evaluate the function g(x)= √x^2+1 at each specified value of the independent variable, and simplify.
a). g(-1)
b. g(3)
c. g(3x)
thank you
a). g(-1)
b. g(3)
c. g(3x)
thank you
Answers
Answered by
Anonymous
g(x)= √x^2+1
before we get into this do you mean what you wrote:
g(x)= √x^2+1
or do you mean
g(x)= √ (x^2+1)
before we get into this do you mean what you wrote:
g(x)= √x^2+1
or do you mean
g(x)= √ (x^2+1)
Answered by
maria
yes, anonymous...thank you
Answered by
Anonymous
LOL, yes which?
Answered by
Anonymous
perhaps to make my question more clear:
y = 1 + sqrt x^2
or
y = sqrt (1+x^2)
y = 1 + sqrt x^2
or
y = sqrt (1+x^2)
Answered by
maria
oh,,,,sorry lol
It was g(x)= √ (x^2+1)
thanks
It was g(x)= √ (x^2+1)
thanks
Answered by
Anonymous
ok
y = sqrt (1+x^2)
if x = -1, y = sqrt 2
if x = 3, y = sqrt 10
if x = 3x , y = sqrt (1 + (3x)^2 ) = sqrt ( 1 + 9x^2)
y = sqrt (1+x^2)
if x = -1, y = sqrt 2
if x = 3, y = sqrt 10
if x = 3x , y = sqrt (1 + (3x)^2 ) = sqrt ( 1 + 9x^2)
Answered by
maria
Anonymous,
could you please show step by step answers so I can learn.
thank you
could you please show step by step answers so I can learn.
thank you
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