Question

(A) 4 (B) 2 (C) 4.5 30.1054 is divided into three parts such that times the first part, 3times the second part and 5 times the third part pe equal. Find each of the three parts. 430,360, 244 B) 510, 340, 204 (C) 350, 456, 248 (D325, 470, 259​

Answer 1

Answer:

204

Step-by-step explanation:

Let the first equal "x"

And let second equal "y"

And let the third equal (1054-x-y)

Since we were given 2x=3y=5(1054-x-y) and that then splits into two equations the first one is 2x=3y and the second one is 3y=5(1054-x-y)

which the equation 3y=5(1054-x-y) then turns into $y=\frac{2x}{3}$ and when you combine all of this together you would get $3(\frac{2x}{3})=5270-5x-5(\frac{2x}{3})$ which then equals $2x+5x+\frac{107}{3}=5270$ which you would then get the equation of

$\frac{3}{3}x=5270$ and then you get the equation of x=17×x3=510 and we know that $y=\frac{2x510}{3}=340$ so would get your final equation of 1054-510-340 which gives you your final equation of 204.

And please let me know if this helps.