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\[\sqrt[4]{t-3}\]
g(t)= \[\sqrt[4]{t-3}\]
Having a heck of a time figuring this out
whats the entire question ?
\[g(t)=\sqrt[4]{t-3}\]
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g(628) g(1) g(19) g(84)
g(1) doesnt work. you cant have a negative number under an even root.
the roots are 5, 2 and 3 respectively.
that is what I got I just don't know if I am setting it up right I used a calculator to get my answers, but he wants me to show work
ok. so you have a root of 4 which means you should have 4 as an exponent under the root. 625=5^4, 16=2^4 and 81=3^4
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thank you so much
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