Q&A - P5 Math
-
The Queen, prince and princess had 270 diamonds. After receiving 90 diamonds for her birthday, the Queen decided to give 1/2 of the diamonds to the prince, the prince than gave 2/5 of his diamonds to the princess.in the end the three of them had the same number of diamonds, how many diamonds did each of them have at first
-
carol73:
The Queen, prince and princess had 270 diamonds. After receiving 90 diamonds for her birthday, the Queen decided to give 1/2 of the diamonds to the prince, the prince than gave 2/5 of his diamonds to the princess.in the end the three of them had the same number of diamonds, how many diamonds did each of them have at first
270 + 90 = 360
now -
Queen - 3 units
Prince - 3 units
princess - 3 units
work backwards
before -
Queen - 6 units
Prince - 2 units
princess - 1 unit
9u - 360
1u - 40
so Queen - 240 - 90 = 150
Prince - 80
princess - 40 -
hi
how do you determine that now is 3units
thankschloecube:
270 + 90 = 360carol73:
The Queen, prince and princess had 270 diamonds. After receiving 90 diamonds for her birthday, the Queen decided to give 1/2 of the diamonds to the prince, the prince than gave 2/5 of his diamonds to the princess.in the end the three of them had the same number of diamonds, how many diamonds did each of them have at first
now -
Queen - 3 units
Prince - 3 units
princess - 3 units
work backwards
before -
Queen - 6 units
Prince - 2 units
princess - 1 unit
9u - 360
1u - 40
so Queen - 240 - 90 = 150
Prince - 80
princess - 40 -
270 + 90 = 360
so:
Q = 120
P = 120
Ps = 120
work backward
Q at first have = 120 x 2 - 90 = 150
Q gave P : (150+90)/2 =120
P (after giving 2/5p) =120
So before giving 2/5 ; P=200
So P at first have 200-120=80
Ps at first have 270-150-80= 40 -
Can someone please help me with this question.
There were some sweets in Boxes A, B and C.
Box A contained 1/7 of the total number of sweets in Boxes B and C.
The ratio of the number of sweets in Box B to the total number of sweets in Boxes A and C is 3:1
If there are 30 more sweets in Box B than Box A, find the total number of sweets in Boxes A, B and C. -
Total=8u
B+C=7u
A=u
B=6u
A+C=2u
B-A=6u-u=5u=30
u=6
Total=8u=48 -
PapayaDad:
Thank you so much!Total=8u
B+C=7u
A=u
B=6u
A+C=2u
B-A=6u-u=5u=30
u=6
Total=8u=48
-
Hi
Can someone help me on these two question ?
1. Daniel has $160 more than Raja. If Daniel gives Raja 1/10 of his money, he will have 3 times as much money as Raja.
A) How much money does Raja have at first ?
B) Express Raja’s money as a fraction of Daniel’s money.
2. There were 240 people in a shopping centre. 3/5 of them were men. Some men then left the shopping centre. The number of men in the shopping centre was 4/7 of the remaining people. How many men left the shopping centre ? -
Shimmer:
HiHi
Can someone help me on these two question ?
1. Daniel has $160 more than Raja. If Daniel gives Raja 1/10 of his money, he will have 3 times as much money as Raja.
A) How much money does Raja have at first ?
B) Express Raja's money as a fraction of Daniel's money.
You may use MD or work with units.
Before
Daniel ------ 10 units + 160
Raja ------ 10 units
AfterDaniel ------ 9 units + 144
Raja ------ 11 units + 16
11 units + 16
(x3)
33 units + 48
33 units + 48 --------- 9 units + 144
24 units ------ 96
1 unit ------- 4
Raja ------ 10 units -------10*4 ------ 40
Daniel ------ 10 units + 160 ------- 200
Raja's money as a fraction of Daniel's money ------ 40/200 ------1/5
Best wishes -
Shimmer:
HiHi
2. There were 240 people in a shopping centre. 3/5 of them were men. Some men then left the shopping centre. The number of men in the shopping centre was 4/7 of the remaining people. How many men left the shopping centre ?
At first
men:women ------ 3:2 ------- (x3) ------- 9:6
In the end
men:women ------ 4:3 -------- (x2) ------- 8:6
The number of women before and after stays the same, so make the units for women the same.
15 units ------ 240
1 unit ------ 16
Number of men@left shopping centre ------16
Best wishes
Hello! It looks like you're interested in this conversation, but you don't have an account yet.
Getting fed up of having to scroll through the same posts each visit? When you register for an account, you'll always come back to exactly where you were before, and choose to be notified of new replies (either via email, or push notification). You'll also be able to save bookmarks and upvote posts to show your appreciation to other community members.
With your input, this post could be even better 💗
Register Login