the product of two rational numbers is 15/4 if ome of the numbers is 3/9 find the other number About the author Savannah
Given : The product of two rational numbers is 15/4. Also, one of them is 3/9. To find : We have to find the another number. Solution : Let the unknown rational number be z. Now, according to the question : z × (3/9) = 15/4 z = 15/4 ÷ 3/9 z = 15/4 × 9/3 z = 45/4 Therefore, the other rational number is 45/4. Verification : Now, let’s verify whether 45/4 is the right solution or not : z × (3/9) = 15/4 (45/4) × (3/9) = 15/4 15/4 = 15/4 LHS = RHS Hence, verified! Reply
Given : The product of two rational numbers is 15/4. Also, one of them is 3/9. To find : We have to find the another number. Solution : Let the unknown rational number be z. Now, according to the question : z × (3/9) = 15/4 z = 15/4 ÷ 3/9 z = 15/4 × 9/3 z = 45/4 Therefore, the other rational number is 45/4. Verification : Now, let’s verify whether 45/4 is the right solution or not : z × (3/9) = 15/4 (45/4) × (3/9) = 15/4 15/4 = 15/4 LHS = RHS Henceforth, verified! Reply
Given :
The product of two rational numbers is 15/4. Also, one of them is 3/9.
To find :
We have to find the another number.
Solution :
Let the unknown rational number be z.
Now, according to the question :
z × (3/9) = 15/4
z = 15/4 ÷ 3/9
z = 15/4 × 9/3
z = 45/4
Therefore, the other rational number is 45/4.
Verification :
Now, let’s verify whether 45/4 is the right solution or not :
z × (3/9) = 15/4
(45/4) × (3/9) = 15/4
15/4 = 15/4
LHS = RHS
Hence, verified!
Given :
The product of two rational numbers is 15/4. Also, one of them is 3/9.
To find :
We have to find the another number.
Solution :
Let the unknown rational number be z.
Now, according to the question :
Therefore, the other rational number is 45/4.
Verification :
Now, let’s verify whether 45/4 is the right solution or not :
Henceforth, verified!