Question

If the product of two numbers is 340 and their ratio is 10:9, then find the numbers​

Answer 1

Step-by-step explanation:

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Answer 2

Answer:

$\frac{10\sqrt{34} }{3}$,3√34

Step-by-step explanation:

The product of two numbers is 340

The two numbers in the ratio 10:9

10x:9x=340

To find the value of first number

Product of 2 numbers is 340

(10x)(9x)=340

90x²=340

x²=340/90

x²=34/9

x=$\sqrt{\frac{34}{9} }$

x=√34/3

10(√34/3)

One number=10√34/3=$\frac{10\sqrt{34} }{3}$

9(√34/3)

Second number=3√34

(10√34)/3×3√34

10√34×√34

10×34=340

Hence proved