Can someone that can really help me on math. MEDAL!!!
Which shows the expressions in the order they would appear on a number line?
three squared then square root of twenty-eight then square root of eleven plus seven then twenty divided by three square root of eleven plus seven then twenty divided by three then square root of twenty-eight then three squared three squared then twenty divided by three then square root of twenty-eight then square root of eleven plus seven square root of twenty-eight then twenty divided by three then three squared then square root of eleven plus seven
@TylerD do u know math -_-
yes
i hope ur not guessing
nope im in calculus
hmmm ok.... but im trusting u bro
this problem would be easier if you wrote out the numbers rather then words
is the problem in words?
ok ^_^
actually for this problem we only need to look at the first number in each sequence
A. \[3^2, \sqrt{28}, \sqrt{11} + 7, \frac{ 20 }{ 3 }\]
so we have 1. 3^2 2. square root (11) 3. 3^2 4. square root (28) right? for the first number in each of the choices.
B. \[\sqrt{11} + 7, \frac{ 20 }{ 3}, \sqrt{28}, 3^2\]
C. \[3^2, \frac{ 20 }{ 3 }, \sqrt{28}, \sqrt{11} + 7\]
ok so \[3^2=9\] \[\sqrt{11}+7=10.316\] \[\sqrt(28)=5.29\]
on a number line we start from the lowest number on the left side to the highest number on the right side
D. \[\sqrt{28}, \frac{ 20 }{ 3 }, 3^2, \sqrt{11} + 7\]
the answer is D
wait
what? O_O
no its not haha
-_-
just hurry
actually it is my bad brain malfunction
ok then dont help :-/ god that was so rude
its D bro.
ok thanks now heres ur medal back
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