Radhika finishes2/7 of her homework in the first week and 3/5 in the second week. What part of the homework remains to be finished in the third and fourth weeks of her holidays?
Answers
Answered by
26
Hey!!
Let us take the total home work as ' x '
Finished 2 ÷ 7 on first week
Finished 3 ÷ 5 on second week
If we add them
( 2 ÷ 7 ) + ( 3 ÷ 5 )
LCM = 35
10 + 21 ÷ 35
31 ÷ 35
Now, home work left =
1 - ( 31 ÷ 35 )
LCM = 35
35 - 31 ÷ 35
4 ÷ 35 home work is left
Hope my answer helps!
#PeaceOut
#FIERCE
Let us take the total home work as ' x '
Finished 2 ÷ 7 on first week
Finished 3 ÷ 5 on second week
If we add them
( 2 ÷ 7 ) + ( 3 ÷ 5 )
LCM = 35
10 + 21 ÷ 35
31 ÷ 35
Now, home work left =
1 - ( 31 ÷ 35 )
LCM = 35
35 - 31 ÷ 35
4 ÷ 35 home work is left
Hope my answer helps!
#PeaceOut
#FIERCE
Leukonov:
you made a typo, my friend.. 10 +21=31. its not 32.
Answered by
16
Given:
Radhikha finished...
2/7 part of Homework in 1st week
3/5 part in 2nd week
Let the remaining Homework be 'x'
Then (2/7 + 3/5) + x = 1
→31/35 +x =1
→x = 1- (31/35)
→x=4/35
so In all...
if we divide her homework into 35 parts
she finished::
10 parts in week 1
21 parts in week 2
now Only 4 parts remain to be completed within week 3 and week 4
Radhikha finished...
2/7 part of Homework in 1st week
3/5 part in 2nd week
Let the remaining Homework be 'x'
Then (2/7 + 3/5) + x = 1
→31/35 +x =1
→x = 1- (31/35)
→x=4/35
so In all...
if we divide her homework into 35 parts
she finished::
10 parts in week 1
21 parts in week 2
now Only 4 parts remain to be completed within week 3 and week 4
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