The sum of two numbers is 32 and the product of half the larger and th

1.	The sum of two numbers is 32 and the product of half the larger and the smaller is 96. What are numbers?
Answer» Answer: given x+y=32.....1ST equation and xy/2=96.....2nd equation and xy=192 and y=192/x......3rdeq Step-by-step EXPLANATION: do sobs(SQUARING on both sides) of eq 1 then we get x^2+y^2=640........4TH eq then subtract 1st eq from 4th eq we get x+y=32 then substitute eq 3 in it then we will get a quadratic equation then LIKE x^2-33x+192=0 then solve this qe using formula method the answer is 24,8

The sum of two numbers is 32 and the product of half the larger and the smaller is 96. What are numbers?

Answer»

Answer:

given x+y=32.....1ST equation and

xy/2=96.....2nd equation and xy=192 and

y=192/x......3rdeq

Step-by-step EXPLANATION:

do sobs(SQUARING on both sides) of eq 1 then we get x^2+y^2=640........4TH eq then subtract 1st eq from 4th eq we get x+y=32 then substitute eq 3 in it then we will get a quadratic equation then LIKE x^2-33x+192=0 then solve this qe using formula method the answer is 24,8

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The sum of two numbers is 32 and the product of half the larger and the smaller is 96. What are numbers?

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