Mister Exam

Factor polynomial 0.09-a^2

An expression to simplify:

The solution

You have entered [src]
 9     2
--- - a 
100     
$$\frac{9}{100} - a^{2}$$
9/100 - a^2
Factorization [src]
(a + 3/10)*(a - 3/10)
$$\left(a - \frac{3}{10}\right) \left(a + \frac{3}{10}\right)$$
(a + 3/10)*(a - 3/10)
Numerical answer [src]
0.09 - a^2
0.09 - a^2
Combining rational expressions [src]
         2
9 - 100*a 
----------
   100    
$$\frac{9 - 100 a^{2}}{100}$$
(9 - 100*a^2)/100
Combinatorics [src]
-(-3 + 10*a)*(3 + 10*a) 
------------------------
          100           
$$- \frac{\left(10 a - 3\right) \left(10 a + 3\right)}{100}$$
-(-3 + 10*a)*(3 + 10*a)/100