Write the explicit formula that represents the geometric sequence -2, 8, -32, 128
\[\huge\rm a_n = a_1 \times r^{n-1}\] formula to find geometric sequence where a1 is first term r is ratio and n = next term now replace variables by their valeus
looks like we're alternating signs and exponent numbers
hmm... (-1)^n-1[2]^n-1
would work if those even numbers would buzz (-1)^2n-1 [2]^2n-1
yup that fixed it
give meh medalz ^_^
(-1)^2n-1 [2]^2n-1 ???
\[(-1)^{2n-1}2^{2n-1}\]
now plug in n = 1 2 3 .. you will get only odd number results and alternating signs
oh geez I thought it was find the series.. -_-
@bbrown1759 <---this person asked this question he/she is not here
@bbrown1859 "geometric sequence" that is a geometric sequence so try to find the number which u multiply by -2 and get positive 8 that number is going to be ratio =r
Ty @Nnesha I figured it out after you send me the formula. And thank you @Usukidoll for your help.
np :)
Join our real-time social learning platform and learn together with your friends!