Scroll:Whole Numbers >> Model Approach >> ps (302)

Written Instructions:

For each Multiple Choice Question (MCQ), four options are given. One of them is the correct answer. Make your choice (1,2,3 or 4). Write your answers in the brackets provided..

For each Short Answer Question(SAQ) and Long Answer Question(LAQ), write your answers in the blanks provided.

Leave your answers in the simplest form or correct to two decimal places.


 

1)  

In a SASI MATH challenge, the winner won four times as many coins as the runner-up. 
How many coins did the winner win if both of them won 3065 coins altogether 


Answer:_______________




2)  

In a SASIMATH challenge, the winner won five times as many coins as the runner-up. 
How many coins did the winner win if both of them won 4242 coins altogether 


Answer:_______________




3)  

In a SASI MATH challenge, the winner won thrice as many coins as the runner-up. 
How many coins did the winner win if both of them won 5944 coins altogether 


Answer:_______________




4)  

In a SASI MATH challenge, the winner won twice as many coins as the runner-up. 
How many coins did the winner win if both of them won 4128 coins 


Answer:_______________




5)  

In a SASIMATHS challenge, the winner won twice as many coins as the runner-up.
How many coins did the winner win if both of them won 8871 coins


Answer:_______________




6)  

In a SASI MATH challenge, the winner won four times as many coins as the runner-up. 
How many coins did the winner win if both of them won 7840 coins altogether 


Answer:_______________




7)  

In a SASIMATH challenge, the winner won five times as many coins as the runner-up. 
How many coins did the winner win if both of them won 4938 coins altogether 


Answer:_______________




8)  

In a SASI MATH challenge, the winner won thrice as many coins as the runner-up. 
How many coins did the winner win if both of them won 3928 coins altogether 


Answer:_______________




9)  

In a SASI MATH challenge, the winner won twice as many coins as the runner-up. 
How many coins did the winner win if both of them won 1833 coins 


Answer:_______________




10)  

In a SASIMATHS challenge, the winner won twice as many coins as the runner-up.
How many coins did the winner win if both of them won 8064 coins


Answer:_______________




 

1)  

In a SASI MATH challenge, the winner won four times as many coins as the runner-up. 
How many coins did the winner win if both of them won 3065 coins altogether 

Answer: 2452


SOLUTION 1 :
Winner
 
 
 
 
Runner-Up
 
 
 
3065

Step 1: 5 units = 3065

             1 unit = 3065 ÷ 5

                       = 613


Step 2: 4 units = 613 x 4

                        = 2452

The winner won 2452 coins.



2)  

In a SASIMATH challenge, the winner won five times as many coins as the runner-up. 
How many coins did the winner win if both of them won 4242 coins altogether 

Answer: 3535


SOLUTION 1 :
Winner
 
 
 
 
 
Runner-Up
 
 
 
4242

Step 1: 6 units = 4242

              1 unit = 4242 ÷ 6

                        = 707


Step 2: 5 units = 707 x 5

                        = 3535 coins

The winner won 3535 coins.



3)  

In a SASI MATH challenge, the winner won thrice as many coins as the runner-up. 
How many coins did the winner win if both of them won 5944 coins altogether 

Answer: 4458


SOLUTION 1 :
Winner
 
 
 
Runner-Up
 
 
 
5944

Step 1: 4 units = 5944

             1 unit = 5944 ÷ 4

                       = 1486

Step 2:  3 units = 1486 x 3

                         = 4458

The winner won 4458 coins.



4)  

In a SASI MATH challenge, the winner won twice as many coins as the runner-up. 
How many coins did the winner win if both of them won 4128 coins 

Answer: 2752


SOLUTION 1 :
Winner
 
 
Runner-Up
 
 
 
4128

Step 1: 3 units = 4128

              1 unit = 4128 ÷ 3

                        = 1376

Step 2:  2 units  = 1376 x 2

                          = 2752

The winner won 2752 coins.



5)  

In a SASIMATHS challenge, the winner won twice as many coins as the runner-up.
How many coins did the winner win if both of them won 8871 coins
Answer: 5914


SOLUTION 1 :
Winner
 
 
Runner-Up
 
 
 
8871

Step 1: 3 units = 8871

              1 unit = 8871 ÷ 3

                         = 2957

Step 2:  2 units = 2957 x 2

                        = 5914



6)  

In a SASI MATH challenge, the winner won four times as many coins as the runner-up. 
How many coins did the winner win if both of them won 7840 coins altogether 

Answer: 6272


SOLUTION 1 :
Winner
 
 
 
 
Runner-Up
 
 
 
7840

Step 1: 5 units = 7840

             1 unit = 7840 ÷ 5

                       = 1568


Step 2: 4 units = 1568 x 4

                        = 6272

The winner won 6272 coins.



7)  

In a SASIMATH challenge, the winner won five times as many coins as the runner-up. 
How many coins did the winner win if both of them won 4938 coins altogether 

Answer: 4115


SOLUTION 1 :
Winner
 
 
 
 
 
Runner-Up
 
 
 
4938

Step 1: 6 units = 4938

              1 unit = 4938 ÷ 6

                        = 823


Step 2: 5 units = 823 x 5

                        = 4115 coins

The winner won 4115 coins.



8)  

In a SASI MATH challenge, the winner won thrice as many coins as the runner-up. 
How many coins did the winner win if both of them won 3928 coins altogether 

Answer: 2946


SOLUTION 1 :
Winner
 
 
 
Runner-Up
 
 
 
3928

Step 1: 4 units = 3928

             1 unit = 3928 ÷ 4

                       = 982

Step 2:  3 units = 982 x 3

                         = 2946

The winner won 2946 coins.



9)  

In a SASI MATH challenge, the winner won twice as many coins as the runner-up. 
How many coins did the winner win if both of them won 1833 coins 

Answer: 1222


SOLUTION 1 :
Winner
 
 
Runner-Up
 
 
 
1833

Step 1: 3 units = 1833

              1 unit = 1833 ÷ 3

                        = 611

Step 2:  2 units  = 611 x 2

                          = 1222

The winner won 1222 coins.



10)  

In a SASIMATHS challenge, the winner won twice as many coins as the runner-up.
How many coins did the winner win if both of them won 8064 coins
Answer: 5376


SOLUTION 1 :
Winner
 
 
Runner-Up
 
 
 
8064

Step 1: 3 units = 8064

              1 unit = 8064 ÷ 3

                         = 2688

Step 2:  2 units = 2688 x 2

                        = 5376