Question
Simplify the expression
64xt6−104976xt
Evaluate
((t2×274)3−(16×3t))x×19683
Use the commutative property to reorder the terms
((274t2)3−(16×3t))x×19683
Multiply the terms
((274t2)3−316t)x×19683
Subtract the terms
More Steps

Simplify
(274t2)3−316t
Rewrite the expression
1968364t6−316t
Rewrite the expression
1968364t6−316t
Reduce fractions to a common denominator
1968364t6−3×656116t×6561
Multiply the numbers
1968364t6−1968316t×6561
Write all numerators above the common denominator
1968364t6−16t×6561
Multiply the terms
1968364t6−104976t
1968364t6−104976t×x×19683
Multiply the terms
More Steps

Multiply the terms
1968364t6−104976t×x
Multiply the terms
19683(64t6−104976t)x
Multiply the terms
19683x(64t6−104976t)
19683x(64t6−104976t)×19683
Cancel out the common factor 19683
x(64t6−104976t)×1
Multiply the terms
x(64t6−104976t)
Apply the distributive property
x×64t6−x×104976t
Use the commutative property to reorder the terms
64xt6−x×104976t
Solution
64xt6−104976xt
Show Solution

Factor the expression
16xt(4t5−6561)
Evaluate
((t2×274)3−(16×3t))x×19683
Use the commutative property to reorder the terms
((274t2)3−(16×3t))x×19683
Multiply the terms
((274t2)3−316t)x×19683
Subtract the terms
More Steps

Simplify
(274t2)3−316t
Rewrite the expression
1968364t6−316t
Rewrite the expression
1968364t6−316t
Reduce fractions to a common denominator
1968364t6−3×656116t×6561
Multiply the numbers
1968364t6−1968316t×6561
Write all numerators above the common denominator
1968364t6−16t×6561
Multiply the terms
1968364t6−104976t
1968364t6−104976t×x×19683
Multiply the terms
More Steps

Multiply the terms
1968364t6−104976t×x
Multiply the terms
19683(64t6−104976t)x
Multiply the terms
19683x(64t6−104976t)
19683x(64t6−104976t)×19683
Cancel out the common factor 19683
x(64t6−104976t)×1
Multiply the terms
x(64t6−104976t)
Factor the expression
More Steps

Evaluate
64t6−104976t
Rewrite the expression
16t×4t5−16t×6561
Factor out 16t from the expression
16t(4t5−6561)
x×16t(4t5−6561)
Solution
16xt(4t5−6561)
Show Solution
