Question
Simplify the expression
1193400R2Yu1
Evaluate
225÷60÷(R×18Yu×225)÷65÷(R×17)
Divide the numbers
3.75÷(R×18Yu×225)÷65÷(R×17)
Multiply
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Multiply the terms
R×18Yu×225
Multiply the terms
R×4050Yu
Use the commutative property to reorder the terms
4050RYu
3.75÷4050RYu÷65÷(R×17)
Divide the terms
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Evaluate
3.75÷4050RYu
Convert the decimal into a fraction
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Evaluate
3.75
Convert the decimal into a fraction
100375
Reduce the fraction
415
415÷4050RYu
Multiply by the reciprocal
415×4050RYu1
Cancel out the common factor 15
41×270RYu1
Multiply the terms
4×270RYu1
Multiply the terms
1080RYu1
1080RYu1÷65÷(R×17)
Divide the terms
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Evaluate
1080RYu1÷65
Multiply by the reciprocal
1080RYu1×651
Multiply the terms
1080RYu×651
Multiply the terms
70200RYu1
70200RYu1÷(R×17)
Use the commutative property to reorder the terms
70200RYu1÷17R
Multiply by the reciprocal
70200RYu1×17R1
Multiply the terms
70200RYu×17R1
Solution
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Evaluate
70200RYu×17R
Multiply the numbers
1193400RYuR
Multiply the terms
1193400R2Yu
1193400R2Yu1
Show Solution

Find the excluded values
R=0,Y=0,u=0
Evaluate
225÷60÷(R×18Yu×225)÷65÷(R×17)
To find the excluded values,set the denominators equal to 0
RYu=0R×17=0
Separate the equation into 3 possible cases
R=0Y=0u=0R×17=0
Solve the equations
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Evaluate
R×17=0
Use the commutative property to reorder the terms
17R=0
Rewrite the expression
R=0
R=0Y=0u=0R=0
Solution
R=0,Y=0,u=0
Show Solution
