The flour in a bag is divided into three portions in the ratio of 2:5:7. If the smallest portion weighs 40 kg, howmuch heavier is the largest portion than the smallest portion About the author Athena
Let the largest portion be as x then according. to the question … 2:5:7 will be assumed as…. 2+5+7= 14 2/14 of x = 40 = x = 40*14/2 = x =280kg then respectively 112kg and 80kg therefore… 280 – 40 = 220 kg Reply
Answer: 1 portion weighs = 40 kg 2nd portion weighs = 200kg 3rd portion weighs = 280 kg Step-by-step explanation: so the 2nd portion weighs 40×5 = 200 kg the third portion weighs = 40×7= 280 kg respectively Hope it will help u. Mark me as a brainliest Thank Reply
Let the largest portion be as x
then according. to the question …
2:5:7 will be assumed as….
2+5+7= 14
2/14 of x = 40
= x = 40*14/2
= x =280kg
then respectively
112kg
and 80kg
therefore…
280 – 40
= 220 kg
Answer:
1 portion weighs = 40 kg
2nd portion weighs = 200kg
3rd portion weighs = 280 kg
Step-by-step explanation:
so the 2nd portion weighs 40×5
= 200 kg
the third portion weighs =
40×7=
280 kg respectively
Hope it will help u.
Mark me as a brainliest
Thank