My range is apparently wrong, how come? What am I doing wrong?
y = 25(-7x-4)^64
Range = {all real numbers >= 20}
The domain is all real numbers.
Thanks
Do you get an output value of zero for every input value of x? Then how could the range, being the set of all outputs, be just the singleton set {0}?
You have a variable expression raised to an even power. What then should the graph look like? If you plug the listed x-value in, what y-value do you get out? Can you get any smaller y-values out, given the form of the graph?
What then is the range?
Look at the graph, if you're not sure....
you can think like this
$\displaystyle y=25(-7x-4)^{64}$
y value can't be negative since the power is even so we now remove (-infinity , 0) as a range find x values that make it zero in your question y can be zero as you see from the other posts and if x become bigger y become bigger to so if x goes to infinity y goes to infinity