Mathematics

Mathematics, 02.11.2019 05:31, bella219rose

Suppose f′(x) is a differentiable decreasing function for all x. in each of the following pairs, which number is the larger? give a reason for your answer. (a) f ′ ( 5 ) and f ′ ( 6 ) (b) f '' ( 5 ) and 0 (c) f ( 5 + δ x ) and f ( 5 ) + f ′ ( 5 ) δ x

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Mathematics, 10.07.2019 18:30, gvizabal

[calculus, derivatives] can a function be differentiable at certain points even if the entire function is not differentiable? this would be where, in a function where a point is not differentiable ( such as at x = -2 in f(x) = |x+2| ), could the other points (at x = 1, 5, 500, anything but x = -2) be considered differentiable despite the function as a whole not being differentiable due to that non-differentiable point? (i figured since there can be continuity at one point, but not throughout an entire function, that it may be the same here even though continuity and differentiability are two different things? ? regardless, clarification is really appreciated! even if it may turn out to be useless to know for the course or anything in general, i'd like to know.)

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Biology, 01.10.2019 23:30, BreBreDoeCCx

When dna ladder's rungs are the same width, why do a-t and g-c form complementary base pairs according to chargaff's rule a. the larger c pairs with the smaller a, and the larger g pairs with the smaller t. b. the larger a pairs with the smaller g, and the larger t pairs with the smaller c. c. the larger a pairs with the smaller t, and the larger g pairs with the smaller c. d. the larger t pairs with the smaller a, and the larger c pairs with the smaller g.

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Biology, 02.10.2019 04:30, kemi6973

When dna ladder's rungs are the same width, why do a-t and g-c form complementary base pairs according to chargaff's rule a. the larger c pairs with the smaller a, and the larger g pairs with the smaller t. b. the larger a pairs with the smaller g, and the larger t pairs with the smaller c. c. the larger a pairs with the smaller t, and the larger g pairs with the smaller c. d. the larger t pairs with the smaller a, and the larger c pairs with the smaller g.

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Social Studies, 13.11.2019 03:31, MacenParisi

Exercise 4.1.10 let i1, i2 be intervals. let f: i1 to i2 be a bijective function and g: i2 to i1 be the inverse. suppose that both f is differentiable at c in i and f'(c) not equal 0 and g is differentiable at f(c). use the chain rule to find a formula for g'(f(c))

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Suppose f′(x) is a differentiable decreasing function for all x. in each of the following pairs, whi...

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