Sammy will get Php 600.00, while Sunny will get Php 1,000.00.
Given:
Step 1:
Add all the ratio.
\tt{3+5=8}3+5=8
Step 2:
Divide the total money they have by the sum in Step 1.
\tt{1,600\div8=200}1,600÷8=200
Step 3:
Multiply all the ratio by the quotient in Step 2.
\tt{3\times200}=\boxed{\tt{600}}3×200=
600
\tt{5\times200}=\boxed{\tt{1,000}}5×200=
1,000
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Answers & Comments
Sammy will get Php 600.00, while Sunny will get Php 1,000.00.
Step-by-step explanation:
Given:
The sum will be divided in the ratio 3:5.
There's a total of Php 1,600.00.
Step 1:
Add all the ratio.
\tt{3+5=8}3+5=8
Step 2:
Divide the total money they have by the sum in Step 1.
\tt{1,600\div8=200}1,600÷8=200
Step 3:
Multiply all the ratio by the quotient in Step 2.
\tt{3\times200}=\boxed{\tt{600}}3×200=
600
\tt{5\times200}=\boxed{\tt{1,000}}5×200=
1,000
#carryonlearning
Sammy will get Php 600.00, while Sunny will get Php 1,000.00.
Step-by-step explanation:
Given:
The sum will be divided in the ratio 3:5.
There's a total of Php 1,600.00.
Step 1:
Add all the ratio.
\tt{3+5=8}3+5=8
Step 2:
Divide the total money they have by the sum in Step 1.
\tt{1,600\div8=200}1,600÷8=200
Step 3:
Multiply all the ratio by the quotient in Step 2.
\tt{3\times200}=\boxed{\tt{600}}3×200=
600
\tt{5\times200}=\boxed{\tt{1,000}}5×200=
1,000
#carryonlearning