Find these terms of the sequence {an}, where an =
2 · (−3)n + 5n.
a) a0
b) a1
c) a4
d) a5
Let us find these terms of the sequence (an),(a_n),(an), where an=2⋅(−3)n+5n.a_n = 2 · (−3)^n + 5n.an=2⋅(−3)n+5n.
a) It follows that a0=2⋅(−3)0+5⋅0=2.a_0 = 2 · (−3)^0 + 5\cdot 0=2.a0=2⋅(−3)0+5⋅0=2.
b) It follows that a1=2⋅(−3)1+5⋅1=−6+5=−1.a_1 = 2 · (−3)^1 + 5\cdot 1=-6+5=-1.a1=2⋅(−3)1+5⋅1=−6+5=−1.
c) It follows that a4=2⋅(−3)4+5⋅4=162+20=182.a_4 = 2 · (−3)^4 + 5\cdot 4=162+20=182.a4=2⋅(−3)4+5⋅4=162+20=182.
d) It follows that a5=2⋅(−3)5+5⋅5=−486+25=−461.a_5 = 2 · (−3)^5 + 5\cdot 5=-486+25=-461.a5=2⋅(−3)5+5⋅5=−486+25=−461.
Need a fast expert's response?
and get a quick answer at the best price
for any assignment or question with DETAILED EXPLANATIONS!
Comments