Question

the sum of three consecutive positive integer is 75 then what will their product be​

Answer 1

Answer:

13,125

Step-by-step explanation:

the consecutive numbers are 15 + 25 + 35 = 75

I hope it helps

Answer 2

The product of these three consecutive positive integers will be 15600.

Given,

The sum of 3 consecutive positive integers is 75.

To find,

Their product.

Solution,

An integer is a whole number, that can be either positive, negative, or zero. It is a number that is written without any fractional component.

Firstly, let the 3 consecutive positive integers be,

$x,$ $x+1,$ and, $x+2.$

Now, it is given that the sum of these consecutive integers is 75. So,

$(x)+(x+1)+(x+2)=75$

$\implies 3x+3=75$

$\implies 3x=72$

$\implies x=24$

From the above value of $x,$ we can see that the 3 consecutive positive integers will be,

$x=24,\\x+1=24+1=25,\\x+2=24+2=26.$

⇒ 3 consecutive positive integers = 24, 25, 26.

Now, the product of these integers will be

= 24×25×26

= 15600.

⇒ Product of 3 consecutive positive integers = 15600.

Therefore, the product of these three consecutive positive integers will be 15600.