Question

covert the statement's into equation's (1) 2/3 of a certain number is 24?​

Answer 1

Given :- covert the statement's into equation's (1) 2/3 of a certain number is 24 ?

Solution :-

Let us assume that, the given number is x .

so,

→ (2/3) of x = 24

→ (2/3) * x = 24

→ (2x/3) = 24 ( our required equation)

solving this equation we get,

→ 2x = 24 * 3

→ 2x = 72

→ x = 36

Learn more :-

Consider the sequence defined by ak=1/k2-k for k ≥ 1. Given that aM + aM + 1 + …………+ aN – 1=1/29 for positive integers M...

https://brainly.in/question/42384271

(c)

75. From a number M subtract 1. Take the reciprocal of

the result to get the value of 'N'. Then which of the

followi...

https://brainly.in/question/39499253

Answer 2

Given :

2 by 3 of a certain number is 24

To find:

convert the given statement into an equation.

Solution:

The given statement is ''2 by 3 of a certain number is 24''

Now, we need to convert it into an equation.

2 by 3 is written as:

$= \dfrac{2}{3}$

We don't know that certain number. so, let the certain number be N.

2 by 3 of a certain number is 24. The equation will be:

$=> \dfrac{2}{3} \times N = 24$

Finding that certain number:

$=> \dfrac{2}{3} \times N = 24$

$=> \dfrac{2N}{3} = 24$

$=> 2N = 72$

$=> N= 36$

The certain number is 36.