Check and Help Or Nah
@satellite73 hi are you available to help me 2day
sure your job is to add them up
first one is right
second one is a multiplication
\[3\sqrt[4]{8}\times 2\sqrt[4]{32}=6\sqrt[4]{256}\]
the numbers 8 and 32 are both powers of 2, \(8=2^3\) and \(32=2^5\) so \[256=2^{3+5}=2^8\] so \[6\sqrt[4]{2^8}=6\times 2^2=6\times 4=24\]
the last step was because \[\sqrt[4]{2^8}=2^2\] hope that one is clear
See do you know the formula for the perimeter of the rectangle: P = 2(l+b) so here : l = 6 + 3sqrt(5) b = 2 + sqrt(5) so the perimeter is: \[2(6 +3\sqrt{5} + 2 + \sqrt{5}) = = 2(8 + 4\sqrt{5}) = 16 + 8\sqrt{5}\] Similiarly,Area of rectangle is :l x b \[=>3\sqrt[4]{8} \times (5 + 2\sqrt[4]{32})\] =>
ok so far i understand but only thing is im confused on how to answer this question @satellite73
@satellite73 :To correct you first option is wrong
they have already given you the radical part of the answer
of first question
all you have to enter is \(24\) kind of weird, but what do you want from on line class?
what do u mean
you have a box to fill for the second question right? you have to put a number in it
the number to put in it is 24
i just really want to learn so i can back and thank everyone that has helped me because i am appreciative for all the people me
lets go slow because the idea is simple, but the question is written funny
oh i understand its just you asked what do i want from online class and i answered
to get the area, you have to multiply base times height, i.e. multiply \[3\sqrt[4]{8} \times (5 + 2\sqrt[4]{32})\]
when you distribute, the first term is \(15\sqrt[4]{8}\) but they have already entered that for you!
so your only real job is to multiply \[3\sqrt[4]{8}\times 2\sqrt[4]{32}=6\times 4=24\]
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