the joy of x-it slices it dices (ag)
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An anticipation guide for "It Slices, It Dices"TRANSCRIPT
The Joy of x: “It Slices, It Dices”, Part I
p. 139-144; Stop at second paragraph, “The infinite sums were too hard.”
_______ 1. Isaac Newton chose the integral symbol, ∫❑to symbolize an S, for “summation.”
_______ 2. The integral was first introduced in the field of geometry.
_______ 3. The savior of calculus is infinity.
_______ 4. The idea of an integral is that it makes quantities easier to multiply together.
_______ 5. Algebra fails us when we start to consider changes that occur at changing rates.
_______ 6. Archimedes was on the brink of discovering integral calculus about 1,000 years before Leibniz and Newton.
_______ 7. Mathematicians like to use symbols that reveal the nature of their meaning.
The Joy of x: “It Slices, It Dices”, Part I
p. 139-144; Stop at second paragraph, “The infinite sums were too hard.”
_______ 1. Isaac Newton chose the integral symbol, ∫❑to symbolize an S, for “summation.”
_______ 2. The integral was first introduced in the field of geometry.
_______ 3. The savior of calculus is infinity.
_______ 4. The idea of an integral is that it makes quantities easier to multiply together.
_______ 5. Algebra fails us when we start to consider changes that occur at changing rates.
_______ 6. Archimedes was on the brink of discovering integral calculus about 1,000 years before Leibniz and Newton.
_______ 7. Mathematicians like to use symbols that reveal the nature of their meaning.
The Joy of x: “It Slices, It Dices”, Part I
p. 139-144; Stop at second paragraph, “The infinite sums were too hard.”
_______ 1. Isaac Newton chose the integral symbol, ∫❑to symbolize an S, for “summation.”
_______ 2. The integral was first introduced in the field of geometry.
_______ 3. The savior of calculus is infinity.
_______ 4. The idea of an integral is that it makes quantities easier to multiply together.
_______ 5. Algebra fails us when we start to consider changes that occur at changing rates.
_______ 6. Archimedes was on the brink of discovering integral calculus about 1,000 years before Leibniz and Newton.
_______ 7. Mathematicians like to use symbols that reveal the nature of their meaning.