Gilbert gave 40% of his savings to his brother. Then he gave 50% of the remaining money to his sister. If he had P2500 at first. How much money was left to him?
First step:Understand
1.What is Asked?
*
2.What are the given facts?
*
Second step:plan
Money he had at first ______
Money given to his brother? 40%
Remaining money_____
Remaining money 80%
Miney given to his sister50%
Amount of money left___
To solve the amount of money left to him,we can use the formula ___
Find how much money remained after giving his brother. Then with the remaining money, find how much money was left after giving her sister.
Third step:solve
1. Find the amount of remaining money.
Answer:
2.Find the amount of money left.
Answer:
Fourth step:Check(THIS IS ONE WAY TO KNOW IF YOUR ANSWER IS CORRECT)
ANSWER:
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Answers & Comments
Answer:
First step:Understand
1.What is asked?
*How much money was left to Gilbert?
2.What are the given facts?
*40% his savings to his brother ,
50%of remaining money given to his sister, and
P2500 money he had at first.
Second step:Plan
Money he had at first:P2500.
Money given to his brother:40%
Remaining money 60%
Remaining money:80%
Money given to his sister:50%
Amount of money left:50%
To solve the amount of money left to him, we can use the formula P=R×B.
Find out how much money remained after giving his brother. Then with the remaining money, Find how much money was left after giving her sister.
Third step:Solution.
1.Find the amount of remaining money.
Answer:
P=R×B
P=60%×2500
P=0.6×2500
P=1,250
2.Find the amount of money left.
Answer:
P=R×B
P=40%×2500
P=0.4×2500
P=1000
Fourth Step:Check(THIS IS ONE WAY TO KNOW IF YOUR ANSWER IS CORRECT.)
ANSWER:
40%×2500=1500
1500+1000=2500=Gilbert's money he had at first.
Therefore, our answer is correct. (I think.)
Hope this helps. Good luck. :)
Step-by-step explanation:
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