Find a single equivalent increase if a no. is successively increased by 5% 10% and 15%
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Answered by
1
Hlw mate
Let the number be 100 then after the first increase of 20% the new number is 120.
then after the second increase in the no. of 25% the new no. is 120*25/ +120
=120*1/4=30+120
therefore the new no. is 150
the after the third increase of 30%
the new no.is 150*30/+150
=45+150
=195
Now the first no. was 100.
new no.is 195
therefore the successive increase is (195-100)%
=95%.
Hope it helpful
Let the number be 100 then after the first increase of 20% the new number is 120.
then after the second increase in the no. of 25% the new no. is 120*25/ +120
=120*1/4=30+120
therefore the new no. is 150
the after the third increase of 30%
the new no.is 150*30/+150
=45+150
=195
Now the first no. was 100.
new no.is 195
therefore the successive increase is (195-100)%
=95%.
Hope it helpful
Answered by
3
Answer:
Step-by-step explanation:
For 5% and 10%
the single equivalent increase is (15+(50/100))%
=(15+0.5)%= 15.5%
Now for 15.5% and 15%
the single equivalent increase is (30.5 + (15.5*15/100))
=(30.5 +2.32)% = 32.8%
So the net single equivalent increase is 32.8%
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