Tema
Q:
Actividad 2. Diferencia de Conjuntos
Dados los conjuntos
\( A=\{a, b, c, d, e, f, g, h, i\} \quad B=\{a, d, c, d, g, i\} \)
Hallar \( A-B \)
Q:
Color combinations on barrel insulation are varied to indicate the_Select one:a. size of the barrel b. class or grade of a lug or splice c. the type of insulation used d. the type of connector that should be used
Q:
Airlines charge thousands of dollars more for a business-class seat, which is only a little more comfortable,
and it often seems they're trying to make economy class more miserable. This is an example of the hurdle
of:
haggling.
coupons and rebates.
group pricing.
slightly worse service.
Q:
Tesla wanted to sell its car at a high price to those customers with a high reservation price and at a lower
price to those with a lower reservation price. Therefore, it created two versions of the same car, one that
sold for \( \$ 74,500 \) and another that sold. for \( \$ 68,000 \) and had poorer fuel economy. What is the hurdle that
buyers had to leap over to get this lower price?
bundling
haggling
slightly worse service
an imperfect good
Q:
Which wealthy person beautified Kever Rachel?
Baron Edmund de Rothschild
Sultan Mahmud II of the Ottoman Empire
Sir Moses Montifiore
Q:
4. Calculate the total resistance in a circuit which consists of a 10 ohm, a 20 ohm and a 40 ohm resistor
in parallel with each other.
Q:
is the strategy of selling the same product at different prices.
Resale prevention
Bundling
Reservation pricing
Price ciscrimination
Q:
Use the annihilator method to determine the form of a particular solution for the given equation.
\( y^{\prime \prime}+16 y^{\prime}+65 y=2 e^{-8 x} \cos x+x \)
Q:
Jse the annihilator method to determine the form of a particular solution for the given equation.
\( y^{\prime \prime}+16 y^{\prime}+65 y=2 e^{-8 x} \cos x+x \)
Find a differential operator that will annihilate the nonhomogeneity \( 2 e^{-8 x} \cos x+x \).
\( \mathrm{D}^{2}\left(D^{2}+16 \mathrm{D}+65\right) \)
(Type the lowest-order annihilator that contains the minimum number of terms. Type your answer in factored or expanded form.
What is the form of the particular solution?
\( y_{p}(x)=e^{-8 x}(A \cos x+B \sin x)+C x+D \)
Q:
Use the annihilator method to determine the form of a particular solution for the given equation.
\( y^{\prime \prime}+16 y^{\prime}+65 y=2 e^{-8 x} \cos x+x \)
Find a differential operator that will annihilate the nonhomogeneity \( 2 e^{-8 x} \cos x+x \).
\( \square \)
(Type the lowest-order annihilator that contains the minimum number of terms. Type your answer in factored or expanded form.)
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