Enter a problem...
Basic Math Examples
(6y2+6y-12)-(4y2+10y+2)(6y2+6y−12)−(4y2+10y+2)
Step 1
Step 1.1
Apply the distributive property.
6y2+6y-12-(4y2)-(10y)-1⋅26y2+6y−12−(4y2)−(10y)−1⋅2
Step 1.2
Simplify.
Step 1.2.1
Multiply 44 by -1−1.
6y2+6y-12-4y2-(10y)-1⋅26y2+6y−12−4y2−(10y)−1⋅2
Step 1.2.2
Multiply 1010 by -1−1.
6y2+6y-12-4y2-10y-1⋅26y2+6y−12−4y2−10y−1⋅2
Step 1.2.3
Multiply -1−1 by 22.
6y2+6y-12-4y2-10y-26y2+6y−12−4y2−10y−2
6y2+6y-12-4y2-10y-26y2+6y−12−4y2−10y−2
6y2+6y-12-4y2-10y-26y2+6y−12−4y2−10y−2
Step 2
Step 2.1
Subtract 4y24y2 from 6y26y2.
2y2+6y-12-10y-22y2+6y−12−10y−2
Step 2.2
Subtract 10y10y from 6y6y.
2y2-4y-12-22y2−4y−12−2
Step 2.3
Subtract 22 from -12−12.
2y2-4y-142y2−4y−14
2y2-4y-142y2−4y−14