tion. They seem to imagine that they avold the metaphysical doubt about me very clear why) that the change will always be for the better. But the mathem er in a curve is not altered by turning the chart upside down, and saying that a no nolnt in the curve: pno place at which let nt the

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tin Board Center - Go x
O odysseyware
| o en4ccu04t02d prologue.cant x
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A oakpark-nova.owschools.com/owsoo/studentAssignment/index?eh=303941789
Assignment - 2. Exam: English IV Semester
Atterapt 1 of 2
SECTION 1 or 1
QUESTION 3 oF 54
ASSIGNMENTS
COURSES
Read this passage from the excerpt of St Thomas Aquinas and answer the question.
There is a much deeper Inconsistency In them as theorists in relation to the general theory called Creative
Evolution. They seem to Imagine that they avold the metaphysical doubt about mere change by assuming (it
Is not very clear why) that the change will always be for the better. But the mathematical difficulty of finding a
corner in a curve Is not altered by turning the chart upside down, and saying that a downward curve is now
an upward curve. The point Is that there is no polnt in the curve; no place at which we have a logical right to
say that the curve has reached its climax, or revealed Its origin, or come to its end.
In this passage, Chesterton develops his point by
的
O offering worldly examples
O appealing to Aquinas's writings
O explaining Aquinas's disappointment
O creating an analogy
Transcribed Image Text:tin Board Center - Go x O odysseyware | o en4ccu04t02d prologue.cant x [C A oakpark-nova.owschools.com/owsoo/studentAssignment/index?eh=303941789 Assignment - 2. Exam: English IV Semester Atterapt 1 of 2 SECTION 1 or 1 QUESTION 3 oF 54 ASSIGNMENTS COURSES Read this passage from the excerpt of St Thomas Aquinas and answer the question. There is a much deeper Inconsistency In them as theorists in relation to the general theory called Creative Evolution. They seem to Imagine that they avold the metaphysical doubt about mere change by assuming (it Is not very clear why) that the change will always be for the better. But the mathematical difficulty of finding a corner in a curve Is not altered by turning the chart upside down, and saying that a downward curve is now an upward curve. The point Is that there is no polnt in the curve; no place at which we have a logical right to say that the curve has reached its climax, or revealed Its origin, or come to its end. In this passage, Chesterton develops his point by 的 O offering worldly examples O appealing to Aquinas's writings O explaining Aquinas's disappointment O creating an analogy
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