Math, asked by asmaul7174, 1 year ago

If the product is two number is 360 and their ratio is 10:9 then find the number

Answers

Answered by anandpatel80
3

Step-by-step explanation:

product=360

let x in ratio

first number = 10x

second number =9x

A/Q,

=> 10x * 9x =360

=>90x2= 360

=>x2 = 360/90

=> x = 6/3

=>x =2

first number =10*2=20

second number =9*2=18

number are 20 and18

Answered by BRAINLYBOT1020
1

\huge  \bigstar \huge\bold{\mathtt{\purple{✍︎A{\pink{N{\green{S{\blue{W{\red{E{\orange{R✍︎}}}}}}}}}}}}}\huge \Rightarrow

 \Large \bold {Solution:}

let the common multiple of the ratio 10:9 be \Large  x .

 Then\:the\:two\: numbers\:are\:10x\:and\: 9x\: \\respectively.

Their product is 360.

\large 10x\times9x=360\:\:\:\:\:\:  ∴x× x = \frac{360}{10\times9}

\large ∴x\times x=4=2\times2.

 \large∴x=2 ...(Taking square root of both the sides)

  10x = 10\times2=20\:and\:9x= 9\times=9\times2=18

Ans: The required number are 20 and 18 respectively

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