if x and y are inversely proportional find the value of x1,x2,y1, y2 in the table given below
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Answer:
Since x and y are inversely proportional,
Constant
we know that y =
X
⇒ xy =
Constant
⇒ 8 x Y₁ = 16 × 5
⇒ 8Y₁ = 80
⇒ Y₁ 80 8 = 10
Now,
→ X₁ x 4 = 16 × 5
⇒ 4X₁ = 80
X2 80 2 = = 40
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Now,
⇒ 80 × Y₂ = 16 × 5
⇒ 80Y₂ 80
→ Y₂ 80 80 = 1
.. X_{1} = 20, X_{2} = 40, Y_{1} = 10, Y_{2} = 1
Hope it helps you
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80 == 4 → XI = 20
Now,
→ X₂ x 2 =
16 × 5
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