Numerade

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on one weekend a restaurant earns 5,200,6,300, and 4,400. On Friday the restaurant pays out 3 checks for 1500 each and 13 checks for 250 each . Write an integer expression representing this situation , and use it to find the net profit of the restaurant.

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Consider the accumulation function $A(x) = \int_0^x g(t) dt$, where $g(t)$ is the function whose graph is given below. (a) Evaluate A(0), A(1), A(4), and A(8). (b) On what interval(s) is A(x) increasing? (c) On what interval(s) is A(x) decreasing? (d) On what interval(s) is the graph of A(x) concave up? (e) On what interval(s) is the graph of A(x) concave down? (f) Where does A(x) have a local maximum? Where does A(x) have a local minimum? (g) Sketch a graph of A(x).

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DNA replication is semiconservative, meaning that: Oeach daughter duplex has sections of original parental duplex and sections of newly synthesized daughter duplex. Oeach daughter duplex may differ in sequence from the parental duplex. Oone of the two daughter duplexes consists of both original parental strands. Oeach daughter duplex consists of one parental strand and one newly synthesized daughter strand.

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A hydrocarbon has an M$^+$ = 120 in its mass spectrum along with an $^1$H NMR spectrum that shows: 7.25 $\delta$ (5H, broad singlet); 2.90 $\delta$ (1H, septet, J = 7 Hz); 1.22 $\delta$ (6H, d, J = 7 Hz)

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Question 10 (1 point) $y = Ce^{5x^2}$ is the solution of the differential equation $y' = 10xy$. Find the solution that satisfies the initial condition $y(1) = 3$

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What are the pressing nutrition political issues found on the AND website?

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What one can be considered as one of the right declarations for zipcode as an integer? define zipcode define zipcode as integer zipcode integer define a zipcode value of integer

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4. [0.32/1 Points] DETAILS MY NOTES This question has several parts that must be completed sequentially. If you skip a part of the question, you will not receive any skipped part. The Dot Product and Projections The Dot Product and Projections Part 1 of 6 Consider the vectors $u = (3, 0, 3)$ and $v = (3, 5, -2)$. Find: i. $|v| = \sqrt{9 + 25 + 4}$ $\sqrt{38}$ ii. $u \cdot v = 3$ 3 Part 2 of 6 It is known that $|u| = \sqrt{18}$. Find the angle between the vectors. Enter an exact value in radians. $\theta = $ Submit Skip (you cannot come back)

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Solve the following initial value problem. y'(x) = 6x^2 - 18x^{-7}, y(1) = 0 y(x) =

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In Love's Executioner by Irvin D. Yalom, analyze how Thelma prevents intimacy from developing in the therapeutic relationship with Dr. Yalom.

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jennifer c.