simplify the expression
(t^2+1)(t^4+1)(t^4-t^2+1)(t^4+t^3+t^2-t+1)(t^4+t^3+t^2+t+1)
asked by guest
on Jan 18, 2025 at 2:17 am
You asked:
Simplify the expression:
(t2+1)(t4+1)(t4−t2+1)(t4+t3+t2−t+1)(t4+t3+t2+t+1)
MathBot Answer:
Expanded:
(t2+1)(t4+1)(t4−t2+1)(t4+t3+t2−t+1)(t4+t3+t2+t+1)=t18+2t17+3t16+2t15+4t14+4t13+5t12+4t11+7t10+4t9+5t8+4t7+5t6+2t5+4t4+2t3+t2+1
Factored:
(t2+1)(t4+1)(t4−t2+1)(t4+t3+t2−t+1)(t4+t3+t2+t+1)=(t2+1)(t4+1)(t4−t2+1)(t4+t3+t2−t+1)(t4+t3+t2+t+1)