Q&A - PSLE Math
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2DMommy:
Hi,Need help again for this speed question :
A taxi driver was at Jurong and needed to reach Pasir Ris at 2pm to pick up a passenger. After driving for 20 min at its usual speed, he had a stomachache and needed to stop for 10 min to use the restroom at a coffee shop. In order to reach Pasir Ris on time, he drove the remaining journey at a speed which was 30km/h faster than his usual speed. Given that the taxi driver took 30 min to cover the remaining journey,
a) find his usual speed.
b) find the total distance travelled.
Thank you.
HTH.
a) The taxi driver drove 30km/h faster than his usual speed for 30 min to cover the 10 min lost.
30km/h x 1/2h = 15km
15km divide by 1/6h (10min) = 90 km/h
b)
(90 x 1/3) + (120 x Β½)
= 30 + 60
= 90 km -
MathIzzzFun:
Thank you
hiBunny27:
Hi, someone pls help on this question:
1. Myra wrote 4 numbers.
The average of the second and fourth number is k. The sum of first and fourth numbers is 40. The sum of second and third numbers is 30.
a) Express the sum of first and third numbers in terms of k.
b) If k=16, find the average of first and third numbers.
TIA
1st + 2nd + 3rd + 4th = 40 + 30 = 70
2nd + 4th = 2k
So, 1st + 3rd = 70 - 2k
If k=16,
1st + 3rd = 70- 2x16= 38
average of 1st & 3rd = 19
cheers.
-
Bunny27:
avec plaisir
Thank youMathIzzzFun:
Hi, someone pls help on this question:
1. Myra wrote 4 numbers.
The average of the second and fourth number is k. The sum of first and fourth numbers is 40. The sum of second and third numbers is 30.
a) Express the sum of first and third numbers in terms of k.
b) If k=16, find the average of first and third numbers.
TIA
hi
1st + 2nd + 3rd + 4th = 40 + 30 = 70
2nd + 4th = 2k
So, 1st + 3rd = 70 - 2k
If k=16,
1st + 3rd = 70- 2x16= 38
average of 1st & 3rd = 19
cheers.
cheers. -
Bunny27:
Thank you :)[/quote]
hiMathIzzzFun:
[quote=\"Bunny27\"]
Hi, someone pls help on this question:
1. Myra wrote 4 numbers.
The average of the second and fourth number is k. The sum of first and fourth numbers is 40. The sum of second and third numbers is 30.
a) Express the sum of first and third numbers in terms of k.
b) If k=16, find the average of first and third numbers.
TIA
1st + 2nd + 3rd + 4th = 40 + 30 = 70
2nd + 4th = 2k
So, 1st + 3rd = 70 - 2k
If k=16,
1st + 3rd = 70- 2x16= 38
average of 1st & 3rd = 19
cheers.
Hi, I need help on one more question:
1. In 2009, the ratio of the number of boys to the number of girls in a school was 7:9. In 2010, 162 children joined the school. The new ratio of the number of boys to the number of girls was 7:8.
Find the number of girls who joined the school if there were 546 boys in 2010.
Thanks again
-
Bunny27:
Hi,
Hi, I need help on one more question:
1. In 2009, the ratio of the number of boys to the number of girls in a school was 7:9. In 2010, 162 children joined the school. The new ratio of the number of boys to the number of girls was 7:8.
Find the number of girls who joined the school if there were 546 boys in 2010.
Thanks again
There were 546 boys in 2010.
There were 546 x 8 / 7 = 624 girls in 2010.
Total = 1170 children in 2010.
There were 1170 - 162 = 1008 children in 2009.
There were 1008 x 9 / 16 = 567 girls in 2009.
Can you work from here?
Cheers
speedmaths.com
. -
Hi, please kindly help with this question.
Cherie had 3 times as much money as Jolene. After Cherie spent $40 and Jolene spent $8, Jolene had 3 times as much money as Cherie. How much money did Cherie have at first? -
thinkgmama:
HiHi, please kindly help with this question.
Cherie had 3 times as much money as Jolene. After Cherie spent $40 and Jolene spent $8, Jolene had 3 times as much money as Cherie. How much money did Cherie have at first?
You may use βUnits and partsβ
At first
Cherie:Jolene ------ 3 units: 1 unit
Change
Cherie:Jolene ------ -40:-8
In the end
Cherie:Jolene ------ 1 part:3 parts
3 units β 40 ------ 1 part
(x3)
9 units β 120 ------ 3 parts
1 unit - 8 ------ 3 parts
Equalising the parts or cross multiply.
9 units β 120 ------ 1 unit β 8
8 units ------- 112
1 unit ------ 8
Cherie@first ------- 3*14 -------42
Best wishes -
Hi, can someone help to solve this question:
Leon bought some terrapins and guppies for a total of $96. He bought 3 times as many guppies as terrapins. He paid $30 more for the terrapins than for the guppies. Each terrapin cost $10.40 more than each guppy.
(a) How many terrapins did he buy?
(b) What was the cost of each guppy? -
brastilava:
HiHi, can someone help to solve this question:
Leon bought some terrapins and guppies for a total of $96. He bought 3 times as many guppies as terrapins. He paid $30 more for the terrapins than for the guppies. Each terrapin cost $10.40 more than each guppy.
(a) How many terrapins did he buy?
(b) What was the cost of each guppy?
Terrapins ------ 63
Guppies ------- 33
33/3 ------ 11
1 unit of guppies ------ 11
63 β 11 ------ 52
1 unit of terrapins costs 52 more than 1 unit of guppies.
52/10.4 ------ 5 (number of terrapins)
Number of guppies ------- 3*5 -------15
Cost of 1 guppies -------- 33/15 ------ 2.20
Best wishes -
tianzhu:
Thank-you so much
Hibrastilava:
Hi, can someone help to solve this question:
Leon bought some terrapins and guppies for a total of $96. He bought 3 times as many guppies as terrapins. He paid $30 more for the terrapins than for the guppies. Each terrapin cost $10.40 more than each guppy.
(a) How many terrapins did he buy?
(b) What was the cost of each guppy?
Terrapins ------ 63
Guppies ------- 33
33/3 ------ 11
1 unit of guppies ------ 11
63 β 11 ------ 52
1 unit of terrapins costs 52 more than 1 unit of guppies.
52/10.4 ------ 5 (number of terrapins)
Number of guppies ------- 3*5 -------15
Cost of 1 guppies -------- 33/15 ------ 2.20
Best wishes
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