<span>It was called The Line of Demarcation, which was a boundary established by Pope Alexander VI on May 4, 1493 to define the spheres of Spanish and Portuguese possessions in the New World. The line ran north and south 100 leagues west of the Azores and Cape Verde Islands. All new lands lying east of this line were to belong to Portugal, all those to the west to Spain.</span>
If y is inversely proportional to x, and if y = 15 when x = 23 then 15/1 = k/23^3 = 15/1 = k/12167, y ∝ x−1 = 15 ∝ k/12167
<h3>How do we express this in inverse proportion?</h3>
Given, y is inversely proportional to x
or
y ∝ x−1
this is if and only if y ∝ 1/x
y = 1/xk
Also, we know that if y = 15 when x = 23^3
then 15/1 = k/23^3
⇔
multiply both sides by 23
345 = k this is our constant of proportionality
⇒
this gives us our formula
y = 345/x
Then consider when y = 15
then
15 = 345/x
⇔
multiply both sides by x
15x = 345
⇔
divide both sides by 15
x = 23
Therefore, the correct answer is as given above
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Answer:
The force feeding of jews