-1
Problem:
PseudoSurgeon 's average in 5 subjects is 89. Disregarding the lowest grade his average is 90. What is PseudoSurgeon 's lowest grade?
-1
Problem:
PseudoSurgeon 's average in 5 subjects is 89. Disregarding the lowest grade his average is 90. What is PseudoSurgeon 's lowest grade?
89*5 = 445Problem:
PseudoSurgeon's average in 5 subjects is 89. Disregarding the lowest grade his average is 90. What is PseudoSurgeon 's lowest grade?
90*4 = 360
445-360 = 85
Answer = 85
Question:
There are 2 empty containers: one 5-liter empty container and one 3-liter empty container. There's a faucet nearby with an unlimited supply of water. How could you get exactly 4 liters of water (theoretically) using the 2 (5-liter and 3-liter) empty containers available?
Hint: This puzzle came from a movie.
let me try:Originally Posted by yokam
First : sudli ug tubig ang 3-li container unya ihuwad sa 5-li container, so ang 5-li container naa nay
3-li nga tubig.
Second : sudli nasad ug balik ang 3-li container unya ihuwad ang 2-li ngadto sa 5-li container, so karon
napuno na ug tubig ang 5-li container...ug ang 3-li container 1-li nalang ang nahabilin nga
tubig.
Third : karon pun-i ug 2-li nga tubig ang 3-li container, so karon napuno nasad ug tubig ang 3-li container
unya ang tubig sa 5-li container iyabo ug karon wla nay sulod.....
Fourth : dayon ang tubig sa 3-li container ibalhin sa 5-li container, so karon naa nasad 3-li nga tubig ang 5-li
container ug ang 3-li container wala nay sulod tubig.
Fifth : unya sudli nasad ug 3-li nga tubig ang 3-li container dayon ang 2-li nga tubig sa 3-li container
ibalhin ngadto sa 5-li container, so karon napuno na ang 5-li container ug tubig... ug ang 3-li
container naa pay nahabilin 1-li nga tubig...
Sixth : iyabo ang tanan tubig sa 5-li container unya ang 1-li sa 3-li container ibalhin ngadto sa 5-li
container, so karon ang 5-li container naa nay sulod 1-li nga tubig.
Seventh : sudli nasad ug 3-li nga tubig ang 3-li container.
Lastly : ang 3-li nga tubig sa 3-li container ibalhin sa 5-li container, remember nga ang 5-li container naa nay existing 1-li nga tubig,
so therefore ang 5-li container naa nay 4-li of water...
question:
Yokam is 12 years old and PseudoSurgeon is 3 years old. In how many years will Yokam be twice as old as PseudoSurgeon?
1st Solution:
Yokam = Y
Pseudosurgeon = P
Yokam = 12
Pseudosurgeon = 3
Y = P + 9
Y = 2P
P + 9 = 2P
2P - P = 9
P = 9
When PseudoSurgeon is 9 years old, thus 9 - 3 = 6
Answer: after 6 years
2nd Solution:
Midway between 12 and 3 is 6, thus 12 + 6 =18, and 3 + 6 = 9.
Answer: after 6 years
3rd solution:
12 - 3 = 9; 9 - 3 = 6
Answer: after 6 years
Checking (after 6 years):
Yokam: 12 + 6 = 18
PseudoSurgeon: 3 + 6 = 9
**Yokam is exactly twice as old as PseudoSurgeon after 6 years.
Question:
The sum of twice a number plus 17 is 95. What number is it?
let x = be the numberOriginally Posted by yokam
sol:
2X + 17 = 95
2X = 95 - 17
2X = 78
X = 39 <--------- is the number
question:
ABC factory employs 100 workers. If 3 out of 4 workers are men, how many men workers are employed in the factory?
3/4 = 75%
75% of 100 is 75
ABC Company employs 75 men.
Problem:
I borrowed P50 from friend A and another P50 from friend B. With a total of P100 of cash in hand, I bought a shirt worth P97. I met friend A and paid him P1 and I also met friend B and paid him another P1. Now I only have P1 left and I'm still indebt for P49 each to both of them.
Now the tricky part:
P49 + P49 + P1 = P99
Asa na ang piso?. Is the argument correct? Why or why not?

HINDI MO DAPAT I-ADD YUNG PISO NA NASA IYO DAHIL POSITIVE YUN HABANG ANG DALAWANG 49 AY NEGATIVE… GETS?
As per accounting point of view:
50+50 = 100; 100 – 97 = 3
1 x 2 = 2; 100 – 2 = 98
98 outstanding balance
1 less cash on hand
97 price of T-shirt
2 Returned
1 cash on hand
100 Total cash loan from parents
Therefore, no cash missing.
Post your question/problem.Just answer a simple math question which a NON-scientific calculator can handle . . .
Then leave another Math question for the next poster. . .
RESET :
2(50/2) - 48 + 1 = ?
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