Question
Simplify the expression
−2565t2a2n2p2
Evaluate
((tan(pi)÷16)tan(5pi))÷16
Remove the parentheses
((tanpi÷16)tan×5pi)÷16
Use the commutative property to reorder the terms
((itanp÷16)tan×5pi)÷16
Divide the terms
More Steps

Evaluate
itanp÷16
Rewrite the expression
16itanp
Reduce the fraction
161itanp
(161itanptan×5pi)÷16
Multiply
More Steps

Multiply the terms
161itanptan×5pi
Multiply the terms
161it2anpan×5pi
Multiply the terms
161it2a2npn×5pi
Multiply the terms
161it2a2n2p×5pi
Multiply the terms
161it2a2n2p2×5i
Multiply the numbers
165it2a2n2p2i
Multiply the numbers
More Steps

Evaluate
165i×i
Multiply
165i2
Use i2=−1 to transform the expression
165(−1)
Calculate
−165
−165t2a2n2p2
(−165t2a2n2p2)÷16
Rewrite the expression
(−165t2a2n2p2)÷16
Multiply by the reciprocal
−165t2a2n2p2×161
Multiply the terms
−16×165t2a2n2p2
Solution
−2565t2a2n2p2
Show Solution
