Question

a businessman buys 14 baskets of apple each containing 425 apples. another businessman buys 21 baskets each containing 295 apples, how many more apples does the second business man buy than the first

Answer 1

1basket contains=425. apples
14 baskets contains =425× 14=5950
{the 1st businessman}

1 basket contains =295apples
21 baskets contains =21×295=6195
{the 2nd businessman}

Number of apples more than the first one = 6195-5950=245more apples (Ans)

Answer 2

Concept

The unit method is a method of finding the value of one unit and then finding the value of the required number of units. The unit method is the process  of finding a single unit value from  multiple unit values ​​and finding multiple unit values ​​from a single unit value. This is the method used for most mathematical calculations.

Given

We have given 14 baskets of apple containing 425 apples each of first businessman and 21 baskets containing 295 apples each of second businessman

Find

We are asked to determine the how many more apples did the second businessman buy than the first.

Solution

For first businessman:-

1 baskets contains 425 apples.

Then , 14 baskets contains $=14\times 425$

                                             $=5950$ apples

Foe second businessman:-

1 basket contains 295 apples.

21 basket contains $=21\times295$

                                $=6195$ apples

Difference $=6195-5950$

                  $=245$ apples

Hence , second businessman buy 245 apples more than the first businessman.

#SPJ2