# Mixed Word Problem4

In this page mixed word problem4 you can find the question as well as solution for this question with detailed explanation.Like this you can see every problems with detailed solution and explanation.

Question:

Peter had \$ 75 ¾ in his purse. He spent \$ 40 ½ for his text books and

\$20 ¾ for his note books.How much will remain with him?

Basic idea:

In this problem peter had \$ 75 ¾ in his purse. He spent \$ 40 ½ for his text books and \$20 ¾ for his note books now we need to find how much will remain with him.To solve this problem we have subtract the sum of spent money from the original money.

Solution:

Money had by Peter = 75 ¾

Remaining money = 75 ¾ - ( 40  ½ +  20 ¾)

= (300+3)/4  - [(80+1)/2 + (80+3)/4]

=  303/4 - [81/2 + 83/4]

= 303/4 - [(81/2 ) x (2/2) + 83/4]

= 303/4 - [(162/4 + 83/4]

= 303/4 - [(162+83)/4]

= 303/4 - 245/4

= 303-245/4

=  58 ⁄4

=  29/4

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