Solve 水/死/体/は/恋/し/た/い

Question

Simplify the expression

\frac{u}{T a ^{3} L n s h t}

Evaluate

S h u i \div S i \div T i \div ha \div L ian \div s hi \div t a \div i

Use the commutative property to reorder the terms

i S h u \div S i \div T i \div ha \div L ian \div s hi \div t a \div i

Use the commutative property to reorder the terms

i S h u \div i S \div T i \div ha \div L ian \div s hi \div t a \div i

Divide the terms

More Steps

h u \div T i \div ha \div L ian \div s hi \div t a \div i

Use the commutative property to reorder the terms

h u \div i T \div ha \div L ian \div s hi \div t a \div i

Divide the terms

More Steps

(- \frac{ih u}{T}) \div ha \div L ian \div s hi \div t a \div i

Divide the terms

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(- \frac{i u}{T a}) \div L ian \div s hi \div t a \div i

Use the commutative property to reorder the terms

(- \frac{i u}{T a}) \div i L an \div s hi \div t a \div i

Divide the terms

More Steps

(- \frac{u}{T a ^{2} L n}) \div s hi \div t a \div i

Use the commutative property to reorder the terms

(- \frac{u}{T a ^{2} L n}) \div i s h \div t a \div i

Divide the terms

More Steps

(- \frac{u}{i T a ^{2} L n s h}) \div t a \div i

Divide the terms

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(- \frac{u}{i T a ^{3} L n s h t}) \div i

Multiply by the reciprocal

- \frac{u}{i T a ^{3} L n s h t} \times \frac{1}{i}

Multiply the terms

- \frac{u}{i T a ^{3} L n s h t i}

Multiply the terms

More Steps

- \frac{u}{- T a ^{3} L n s h t}

Solution

\frac{u}{T a ^{3} L n s h t}

Show Solution

S = 0, T = 0, h = 0, a = 0, L = 0, n = 0, s = 0, t = 0

Show Solution