1. 
Find the function that doubles in value for every interval and at x = 3, y = 24 > y = 3(2^{x})

2. 
Find a function that decreases by three for every interval and at x = 1, y = 5 > y = 3x + 8

3. 
Find the exponential function that fits the following table of data: {0;2 , 2;98 } > y = 49(2^{x})

4. 
Find the exponential function that fits the following table of data: {1;6 , 2;18 } > y = 6(2^{x})

5. 
Which type of growth fits the following table of data: {1,2; 4,4; 9,12} > Square root growth

6. 
Which type of growth fits the following table of data: {0,1; 2,9; 3,27} > Linear growth

7. 
Rewrite y = 4e^{2x} in logarithmic form. >

8. 
Rewrite y = 4(5^{5x + 1}) in logarithmic form. >

9. 
Rewrite y = log_{7}10x^{2} in exponential form. >

10. 
Rewrite <em>y</em> = ln 10ex in exponential form. >
