Question

the product of two consecutive positive integers is 30 this can be expressed algebraically as​

Answer 1

Hey Buddy !☺

Let one positive integer be 'w'

So, Another = w + 1

Now,

w(w+1) = 30

=> w^2 + w = 30

=> w^2 + w + 30 = 0

Hope it helps you, buddy !!!

Answer 2

The required algebraic expression is  $x(x + 1)=30$.

Step-by-step explanation:

Given : The product of two consecutive positive integers is 30.

To find : This can be expressed algebraically as​ ?

Solution :

Let the first integer be x.

The second consecutive integer will be x + 1.

The product of two consecutive positive integers is 30.

Represent this condition algebraically,

$x\times (x + 1)=30$

$x(x + 1)=30$

Therefore, the required algebraic expression is $x(x + 1)=30$.

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