Numerade

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9. Sexually reproducing organisms show greater variation than asexually reproducing ones because (A) they exhibit fewer mutations (B) they exhibit a greater mutation rate (C) asexually reproducing organisms do not have internal membranes (D) their alleles recombine (E) they are larger

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(1 point) A function $f(x)$ and interval $[a, b]$ are given. Check if the Mean Value Theorem can be applied to $f$ on $[a, b]$. If so, find all values $c$ in $[a, b]$ guaranteed by the Mean Value Theorem Note, if the Mean Value Theorem does not apply, enter DNE for the $c$ value. c = f(x) = -11x^2 + 13x - 8 on $[-7, -5]$ (Separate multiple answers by commas.)

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3. All of the following statements are true regarding fontanelles except a. They allow the skull to enlarge to accommodate the growing brain. b. They are large fibrous membranes between the cranial bones in fetuses and newborns. c. The sphenoid, mastoid, posterior, and anterior fontanelles are present in infants up to the age of two years. d. The sphenoid, mastoid, and posterior fontanelles close after two months, while the anterior fontanelle may exist for up to two years.

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A wealth shock in the economy is ______ spending suddenly changing in response to a sudden change in ______ wealth; average profit levels investment; average profit levels investment; interest rates consumer; the value of assets

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We want to study simple graphs without stars which do not have subgraphs isomorphic to a star graph. Let G = (V, E) a graphs without stars on n = $|V|$ vertices: for any choice of three distinct vertices (x, y, z) ? V³ with x ? y, y ? z et z ? x, ?w ? V: (xw ? E) ? (yw ? E) ? (zw ? E). a. ? Prove that $|E| ? n$. b. ? Prove that $|E| = n$ if and only if G is a union of disjoint cycles: there exists 1 ? k and the cycles $C_1, \dots, C_k$ with no vertex in common between $C_i$ et $C_j$ if i ? j so that G = $C_1 ? C_2 ? \dots ? C_k$. (Consequently, a starless graph of maximum size is a set of disjoint cycles, and a cycle is a connected starless graph of maximum size.)

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Use l'Hôpital's rule to find the following limit.\\ $\lim_{\theta \to \pi/2} \frac{160 - 8\pi}{\cos(2\pi - \theta)}$\\ $\lim_{\theta \to \pi/2} \frac{160 - 8\pi}{\cos(2\pi - \theta)} = $ (Type an integer or a fraction.)

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QUESTION 10 Suggesting that a young child has a "crush" on an opposite-sex friend reinforces nonverbal communication. heterosexual bias. gender roles. gender similarities. gender differences.

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a. Calculate total cost of the following circuit. (6 points) Y b. Find all the essential prime implicants in the following K-map. Write down their logic expressions in minterm representation. (6 Points) WX yz 00 01 11 10 00 01 1 1 11 1 1 1 1 10 1 c. Find the Boolean expression for Maxterm 5, given three variables, \"x y z\", with x being the most significant bit and z being the least significant bit. (6 Points) d. Convert the Sum-of-Products $\sum_{xyz}(1, 3, 6)$ to the equivalent Product-of-Sums using the $\prod$ notation. (6 Points)

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Dark Skies Observatory is considering several options to purchase a new deep-space telescope. Revenue would be generated from the telescope by selling "time and use" slots to various researchers around the world. Four possible telescopes have been identified in addition to the possibility of not buying a telescope if none are financially attractive. The table below details the characteristics of each telescope. An external rate of return analysis is to be performed. T1 T2 T3 T4 Useful Life 10 years 10 years 10 years 10 years First Cost $600,000 $800,000 $470,000 $540,000 Salvage Value $70,000 $130,000 $65,000 $200,000 Annual Revenue $400,000 $600,000 $260,000 $320,000 Annual Expenses $130,000 $270,000 $70,000 $120,000

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- Investment Spending = 400.7 - Net income from abroad = -147.4 - Government Spending = 450.3 - Income sent abroad = 173.2 - Exports of goods and services = 95.3 - Consumption Spending = 1050.9 - Income from abroad = 25.8 - Imports of goods and services = 132.4 - Green GDP = 850.3

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montserrat t.