Write an expression for the general or nth term, an, for the geometric sequence. 1, -4, 16, -64, . . . A. an = 1 • (-4) n-1 B. an = 1 • (-4)n C. an = 1 • 4n-1 D. an = -1 • 4n
the n , n-1 at the end is a power of 4,-4 right ?
answer is B :) lol
its not B ..
its A
in order to find the solution you have to substitute n=1,2 in the equations and see what fit
its b. plug 1 into A. you get -5. it isnt a power. that would be ^1
michael0195 n-1 is a power of (-4)
no its multiplying :) to make a power it would be (-4) ^n-1 there is no "^" its not a power :)
if its a multiplication then non of the answers is correct.. plug n =2 into your favorite b and get -8
there is no 2 in the sequesnt the sequence is 1, -4, 16, -64. plug those numbers into B and oyu get the next number in the sequence :)
sequence*
so its B?
but the numbers you plug for n are 1,2,3,4,.....
NO! its A
im so confused
why would they be 1,2,3,4 when it gives you the sequence in the question?
mollyann please tell us if for exmaple in A the n-1 is a power of (-4) ?
\[A. an = 1 * (-4)^{n-1}\]
does A looks like this ?
yes
A is the correct answer
and michael .. n represents natural number .. any natural number so n =1,2,3,4....
for n =1 you should get 1 n = 2 you should get -4 and so ..
in the future if there is superscript thats like raised as an exponent, you gotta type the carrot top "^" to tell us it is! lol
whatever .-.
or answer these question i cant figure them out :/ and i need A on this test or i fail ):
Express the repeating decimal number as a quotient of two integers. 28.81 A . 3125 over 11 B. 83 over 11 C. 317 over 11 D. 5 over 52
x = 0.81 (repeating) so 100x = 81.81 (repeating) and so 100x -x = 81.81 - 0.81 (repeating) 100x -x = 81 so: 99x = 81 x = 81/99 x= 9/11 28 + (9/11) = (28 * 11 + 9) / 11 = (308 +9) / 11 = 317 / 11
thank u
yw
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