The lowest platelet count in human blood is 50,000 . The leukemia reduces the platelet count in the blood and a dose of radiation has to be given if it falls under 10,000 . For a person suffering from leukemia the blood platelet out is taken every fortnight over a cycle of two months . 51000,44500,38250,32125... And the trend is continued in the same manner . When should the radiation dose be given ?
@meenu05 said:The lowest platelet count in human blood is 50,000 . The leukemia reduces the platelet count in the blood and a dose of radiation has to be given if it falls under 10,000 . For a person suffering from leukemia the blood platelet out is taken every fortnight over a cycle of two months . 51000,44500,38250,32125... And the trend is continued in the same manner . When should the radiation dose be given ?
after 4 months?
@meenu05 said:@iLoveTorres yes can you explain ?
its an ap with d=-125.. look at the numbers you will be clear
sorry i wasnt elaborate.. consider 51000-44500=6500,44500-38250=6250,38250-32125=6125... now consider 6500-6250=250 6250-6125=125
hope you are able to proceed from here
hope you are able to proceed from here
A vessel is full of mixture of kerosene and petrol in which there is 18% kerosene. 8 litres are drawn off and then the vessel is filled with petrol.If the kerosene is now 15%,how much does the vessel hold?
plz suggest a quicker way to approach this problem..
@maroof10 said:A vessel is full of mixture of kerosene and petrol in which there is 18% kerosene. 8 litres are drawn off and then the vessel is filled with petrol.If the kerosene is now 15%,how much does the vessel hold? plz suggest a quicker way to approach this problem..
48 litres?
@maroof10 said:A vessel is full of mixture of kerosene and petrol in which there is 18% kerosene. 8 litres are drawn off and then the vessel is filled with petrol.If the kerosene is now 15%,how much does the vessel hold? plz suggest a quicker way to approach this problem..
let the quantity be V litres.
now kerosine is 0.18 V and petrol 0.82V
Keros/petrol = 9/41
8 litres are drawn so it will be drawn in the ratio of 9/41
.18V - 8*(9/50) =.15V
solve it
@maroof10 said:A vessel is full of mixture of kerosene and petrol in which there is 18% kerosene. 8 litres are drawn off and then the vessel is filled with petrol.If the kerosene is now 15%,how much does the vessel hold? plz suggest a quicker way to approach this problem..
look when 8 litres are drawn out 8*.82 litres of petrol is drawn out.. now you are replacing it with 8 litres of petrol. so 1.44 litres of petrol when added results in 3% change.. so 100% change would be when you add 48 litres. so this s the capacity
In Triangle MNO, MN=MO and NO=4.5cm. P is a point on the side MO such that (NO)^2=(MO)*(PO). Find the length of NP.
A- 2.25 cm
B- 3 cm
C- 4 cm
D- 4.5 cm
Please show your approach ð
@DeAdLy said:do explain...don't just post the answer
I wished to know the OA? I think I interpreted it wrongly...I took the 2/3 as the probability of "knowing the answer" instead of that of "finally getting it right"; I think the latter is more appropriate. I guess the right answer should be 5/6....someone else already solved it while I was updating my answer so I didn't post.
Probability of solving a question correct is 2/3. Also it is known that, if answer is not known then guess will be made. probability of guessing a question right is 1/4. so if we know that a question is answered & it is correctly answered. find the probability of him knowing the answer?
regards
scrabbler
Probability of solving a question correct is 2/3. Also it is known that, if answer is not known then guess will be made. probability of guessing a question right is 1/4. so if we know that a question is answered & it is correctly answered. find the probability of him knowing the answer?
regards
scrabbler
@maroof10 said:A vessel is full of mixture of kerosene and petrol in which there is 18% kerosene. 8 litres are drawn off and then the vessel is filled with petrol.If the kerosene is now 15%,how much does the vessel hold? plz suggest a quicker way to approach this problem..
Kerosene was earlier 18% and is now 15% of same volume. So it has become 5/6 of earlier. So we must have removed 1/6th. So if 1/6 is 8 litres, volume is 48 litres!
regards
scrabbler
regards
scrabbler
@realslimshady said:In Triangle MNO, MN=MO and NO=4.5cm. P is a point on the side MO such that (NO)^2=(MO)*(PO). Find the length of NP.A- 2.25 cmB- 3 cmC- 4 cmD- 4.5 cmPlease show your approach
4.5 only. Similar triangles.
From the given info, PO/NO = NO /MO. Also there is a common angle. So the two triangles MNO and NPO are similar. If MN = MO, then NP = NO and hence NP = 4.5 as well.
regards
scrabbler
From the given info, PO/NO = NO /MO. Also there is a common angle. So the two triangles MNO and NPO are similar. If MN = MO, then NP = NO and hence NP = 4.5 as well.
regards
scrabbler
@maroof10 said:A vessel is full of mixture of kerosene and petrol in which there is 18% kerosene. 8 litres are drawn off and then the vessel is filled with petrol.If the kerosene is now 15%,how much does the vessel hold? plz suggest a quicker way to approach this problem..
let the capacity of vessel be x
kerosene = .18x
petrol = .82x
ratio of kerosene and petrol = .18/.82
.18x - 8*.18/(.18 + .82) = .15x
x = 48 liters ?
@scrabbler said:4.5 only. Similar triangles.From the given info, PO/NO = NO /MO. Also there is a common angle. So the two triangles MNO and NPO are similar. If MN = MO, then NP = NO and hence NP = 4.5 as well.regardsscrabbler
bro how did you conclude PO/NO = NO/MO?
Sunil and Ajay went to a pub and ordered two cocktails, each of which comprised of bear, vodka and wine in the ratio 2 : 1 : 2. Sunil, a regular boozer, fooled Ajay by drinking 17 ml from his drink and replacing the same quantity by soda. If after replacement, the percentage of wine in Ajay âŽâĒs glass was 30%, what was the quantity (in ml) of drink served in each cocktail?
A. 51 B. 68 C. 85 D. 40 E. Cannot be determined
A. 51 B. 68 C. 85 D. 40 E. Cannot be determined
In what ratio should a shopkeeper mix almonds costing Rs 58 per kg with almonds costing Rs 66 per kg, such that by selling them at 75 per kg, the shopkeeper makes a profit of 10%???
@iLoveTorres said:bro how did you conclude PO/NO = NO/MO?
P is a point on the side MO such that (NO)^2=(MO)*(PO). Apply algebra! :)
regards
scrabbler
regards
scrabbler