Question

The sum of three consecutive multiples of 7 is 777. find these multiples.
pura solve kar ke bta do plz.​
answer hai :324,333,342

Answer 1

Answer:

As given,the three consecutive multiples of 7 will be of the form:

x,x+7 and x+14

Then according to the question,

x+x+7+x+14=777

3x+21=777

3x=756

x=

3

756

=252

Multiples are 252,259,266.

Answer 2

$\huge\purple{Required \: Answer :}$

Answer :

Three Consecutive Number are $\LARGE{ 252 , 259 \: and \: 266}$

Step - By - Step Explanation :

Let,

The three consecutive multiples of 7 be $</em></strong><strong><em>(</em></strong><strong><em>x - 7</em></strong><strong><em>)</em></strong><strong><em>,</em></strong><strong><em> </em></strong><strong><em>x</em></strong><strong><em>,</em></strong><strong><em> </em></strong><strong><em>(</em></strong><strong><em>x + 7</em></strong><strong><em>(</em></strong><strong><em>$

From Given Conditions,

$x - 7 + x + x + 7 = 777 \\ 3x = 777 \\ x = \frac{777}{3} \\ x = 259$

Therefore,

Three Consecutive Numbers Are :

• $x - 7 = 259 - 7 = 252$
• $x = 259$
• $x </em></strong><strong><em>+</em></strong><strong><em> </em></strong><strong><em>7 = 259 </em></strong><strong><em>+</em></strong><strong><em> 7 = 2</em></strong><strong><em>6</em></strong><strong><em>6</em></strong><strong><em>$

$\huge{Thanks}$