Numerade

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Use the GSS 2021 for Class data to answer questions #7 to 15. 7. What is the mean age for all respondents? 8. What is the mean age for female respondents? 9. Among males, what is the mean age at which first child is born? 10. Among females, what is the mean age at which first child is born? 10 12 17 15 11. What is the mean socioeconomic status (SEI10) among white respondents? 12. What is the mean socioeconomic status (SEI10) among black respondents? 13. What is the median number of years of education for those who oppose gun permits? 14. What is the median highest degree of those who favor gun permits? 15. When analyzing groups based on labor force status (WRKSTAT), which group watches the highest mean number of TV hours per day?

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Discuss the scene from the movie Coco that impacted you the most. Describe the scene briefly. Describe any multicultural psychology topics in the scene.

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Urbanism as a way of life originated in the middle east.

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This problem is related vector processors. Using vector instructions we discussed in class, translate the following C code segment into vector instructions. for (i=0; i<32; i+ +1) A[il = B[i]*C[i] +D[i+1]; Assume the starting address of A, B, C and D are in x1, imes 2, imes 3, x4.

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Which of the following would be most likely to increase heart rate and force of heart contraction? alpha adrenergic drugs beta adrenergic drugs beta blocking drugs cholinergic drugs both c and d

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Find the general indefinite integral:\\ $\int (\cos^4(2x))dx$

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(a) Show that if n is prime and a2 =b2 in Zn then a= b or a = -b in Zn (b) Give an example in Z4 where a =b but ab in Z4.

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Michael is a distributor of infant apparel. The company expects to receive 100,000 checks during the coming year totaling $18 million. Bank of America has offered to install a lock-box system at a charge of $.20 per processed check. If Michael is able to earn 5 percent before tax on additional funds, what is the minimum amount of total float days that must be saved to make the system worthwhile?

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Let $C = \begin{bmatrix} 4 & 0 \\ -3 & -2 \end{bmatrix}$ and $D = \begin{bmatrix} 0 & 1 \\ -1 & 2 \end{bmatrix}$ \\ Find each matrix below. If a matrix is not \\ (a) $CD = \boxed{} \\ (b) $DC = \boxed{} \\ (c) $D^2 = \boxed{}$

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Se requiere retirar de un cajero automático a retirar 740 soles, el cajero emplea billetes de 100, 50, 20 y 10 soles. Si se debe emplear todas las denominaciones y el menor número de billetes, ¿Cuántos billetes entregara el cajero? (Se cuanta cantidad se reparte para cada uno, es decir 6 de 100, 2 de 50, 1 de 20 y 2 de 10, necesito el procedimiento de como llegar a ese resultado)

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pedro m.