Question

Write an

exponential function in the form y
and (2,1100).
ab" that goes through points (0,11)

Answer 1

`y = 11(10) {}^(x)`

Explanation:

The standard form of exponential function is

`y = ab {}^(x)`

Let plug in 0,11

`11 = ab {}^(0)`

anything to the 0 power equal 1 so b=1

`11 = a`

Since we know 11 equal a here the equation rn

`y = 11(b) {}^(x)`

Now let plug in 2,1110.

`1110 = 11(b) {}^(2)`

Divide 11 by both

`y = 11(10) {}^(2)`

y=100 then take sqr root of 100 then b=10