Question

The ratio between two numbers is 11 : 4. If the sum of these numbers is 65, what s is the product of the numbers​

Answer 1

AnswEr:-

Product of numbers = 1100

$\rule{200}{1}$

Correct question:-

The ratio of two numbers is 11 : 4. If the sum of those numbers is 75 . What's the product of the numbers?

Given:-

• Ratio of numbers = 11 : 4
• Sum of numbers = 75

To find:-

• Product of numbers = ?

Solution:-

Let the numbers be 11y & 4y.

According to question:-

⇒ 11y + 4y = 75

⇒ 15y = 75

⇒ y = 75/15

⇒ y = 5

$\rule{150}{1}$

⋆ NUMBERS:-

↠ First number = 11y = 11(5) = 55

↠ Second number = 4y = 4(5) = 20

$\rule{150}{1}$

⋆ PRODUCT OF NUMBERS:-

↠ Product = 1st number × 2nd number

↠ Product = 11y × 4y

↠ Product = 44y²

↠ Product = 44 × 5²

↠ Product = 44 × 25

↠ Product = 1100

Therefore,

Product of numbers = 1100 .

Answer 2

Correct Question:

The ratio between two numbers is 11 : 4. If the sum of these numbers is 75, what is the product of the numbers.

Answer:

Let the Numbers be 11n & 4n respectively.

☯ Sum of Numbers :

↠ 11n + 4n = 75

↠ 15n = 75

• Dividing both term by

↠ n = 5

__________________

☯ Product of Numbers :

⇴ 11n × 4n

• putting the value of 5

⇴ 11(5) × 4(5)

⇴ 55 × 20

⇴ 1100

∴ Product of Numbers will be 1100.