nth term of a sequence
Summation
One - to - one Exponential
Exponential Equations
Change of Base
100

a1=3, d=7 find the 20th term.

136

100

a1=10, a26=123, n =26. Find the sum.

1729

100

32x=81

x=2

100

3x=121

x=4.37

100
Log6(14)=x

x=1.47

200

a1=-10, d=2 find the 50th term.

88

200

a1=-125, a65=12, n =65. Find the sum.

-3672.5

200

4(3x-9)=1024

x=14/3=4.67

200

4(x+1)=10

x=0.66

200

Log12(120)=x

x=1.93

300

a1=7, d=-8 find the 75th term.

-585

300

a1=0.5, a23=12.25, n=23. Find the sum.

146.625

300

6(2x-2)=216x

x=-2

300

5(2x+5)=16

x=-1.64

300

Log216(6)=x

x=1/3

400

a1=0.5, d = 0.25 find the 80th term.

20.25

400

a1=

34=x-4

400

22(x+3)=2(x-10)

x=-16

400

4(3x-10)=25

x=4.11

400

Log13(187)=x

x=2.04

500

a1=-1.25, d= 0.5 find the 100th term.

48.25

500

Log4(3x+5)=3

43=3x+5

500

5(-2x+1)=5(3x+8)

x=-7/5

500

11(0.5x-8.1)=49

x=19.45

500

Log0.6(1.4)=x

x=-0.66

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