Numerade

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find area of triangle, 𝑎 = 11, 𝑏 = 12, 𝑐 = 7

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According to 1995 lobbying reforms, a lobbyist is defined as which of the following? Anyone who spends any of his or her time lobbying Anyone who spends at least 10% of his or her time lobbying Anyone who spends at least 20% of his or her time lobbying Anyone who spends at least 50% of his or her time lobbying Anyone who spends all of his or her work hours lobbying

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3. [0/14.28 Points] DETAILS MY NOTES ZILLDIFFEQMODAP12 2.5.003.EP. Consider the following homogeneous differential equation. $$xdx + (y -2x) dy = 0$$ Use the substitution $$x = vy$$ to write the given differential equation in terms of only y and v. Solve the given differential equation. (Enter your answer in terms of x and y.) Need Help? Read It SUBMIT ANSWER

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At the emergency room there was a drive there was a kid, I said what's your name? hw mumble a name sounded like raphael. Raphael what happpened? He grabbed my arm " youi got to help me" he said "the leprechauns are everywhere

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Calculate v(t) for t>0. Your answer will be in the form of $v(t) = X + Ye^{-zt}$. Find X, Y and Z. Then calculate i(t) for t>0. Your answer will be in the form of $i(t) = We^{-zt}$. Find W.

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The Lorentz force on a charge in a magnetic field is described by the equation F = q v X B where F, v, and B are vectors (have direction) and the "X" described in the class content this week tells us what direction F is if we know the directions of v and B. When v and B are perpendicular, the magnitude of the force is qvB and it its direction is perpendicular to both v and B. Is there a direction of the charge's motion, the velocity v, that would result in no force at all?

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True or False? If you increase the distance over which a force is applied, you can decrease the magnitude of the force and get the same change in energy.

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What does a price index reflect? 1) Movement in the average level of prices 2) The total economic output of a country 3) Changes in the GDP 4) The balance of trade

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Let the width be x meters. The length is x + 6 meters. The perimeter is 2(length + width) = 2(x + 6 + x) = 2(

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Find the constant $a$ such that the function \begin{equation*} f(x) = \begin{cases} -12 \cdot \frac{\sin x}{x}, & x < 0 \\ a + 12x, & x \ge 0 \end{cases} \end{equation*} is continuous on the entire real line.

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elijah m.