Math, asked by Neesha121, 9 months ago

A number is divided into two parts in the ratio 7:4 .If the sum of the numbers is 572 then find the numbers and also find the greatest number

Answers

Answered by vikram991
29

\huge{\bf{\underline{\purple{Solution :}}}}

Given ,

  • The number is divided into two parts in the ratio 7 : 4

Suppose the number be x .

So, First Number = 7x

Second Number = 4x

\boxed{\bold{\red{According \ to \ Question :}}}

\implies \bold{7x + 4x = 572}

\implies \bold{11x = 572}

\implies \bold{x = \frac{572}{11}}

Therefore,

  • First Number 7x = 7 x 52 = 364
  • Second Number 4x = 4 x 52 = 208

Greatest Number is 364 (Answer)

\rule{200}2

Answered by Anonymous
48

\huge{ \pink{ \boxed{ \fcolorbox{yellow}{lightgreen}{answer}}}} \green{ \longrightarrow}</p><p>

 \huge \red {\ddot{ \smile}}

 \large \green{ \frak{given}} \longrightarrow

It is given that the number is divided into two parts in the ratio 7:4.

______________________________________

  \large \frak { \green{solution}} \longrightarrow

Let the number be x.

so,

first number = 7x

second number = 4x

 \green{ \mathbb{ACCORDING \:  TO  \: QUESTION }} \longrightarrow

 \large 7x + 4x = 572 \\ 11x = 572 \\  \\ x =  \frac{572}{11}  \\  \\  \boxed {x = 52}

so,

\red {\mathbb{FIRST  \: NUMBER  = }} \red{7x} \\   \red\longrightarrow \red{7 \times 52 = 364}

 \red{ \red{ \mathbb{SECOND \:  NUMBER = 4x}}} \\   \red\longrightarrow{ \red{4\times 52 = 208}}

  \large \frak { \green{The \: Greatest \: Number=364}}

hops this may help you

 \huge{ \red{ \ddot{ \smile}}}

 \huge \blue{ \mathfrak{thanks♡</p><p>}}

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