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alicia robinson

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A parallel-plate capacitor is constructed using a dielectric material whose dielectric constant is 2.00 and whose dielectric strength is $3.00 \times 10^8$ V/m. The desired capacitance is 0.300 µF, and the capacitor must withstand a maximum potential difference of 4.00 kV. Find the minimum area of the capacitor plates.

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A. click C. tap On a desktop OS, you typically ____ an icon to open an app. Save Answer B. double-click D. double-tap

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What is the most spectacular example of Byzantine church architecture built in 532 AD?A. Hagia SophiaB. Basilica of Sant’ Apollinaire NuovoC. Basilica of San VitaleD. Church of Saint Catherine

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The values of c for which $y = c$ is a constant solution of $y' = y^2 + 5y - 6$ are Select the correct answer. a. 1 and -6 b. -2 and 3 c. 2 and 3 d. 1 and 6 e. -1 and 6

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34) Write in complex form the equations. a) $x^2 - y^2 = a^2$ b) $x^2 + y^2 - 2x = 0$

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2. Let A, B be $n \times n$ matrices such that $AB = 0$. (a) Show that range(B) $\subseteq$ Nul(A). (b) Using (a) or otherwise, show that rank(A) + rank(B) $\le$ n. (c) Find 3 x 3 nontrivial matrices A, B with AB = 0 and rank(A) + rank(B) < 3.

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7) (10) Consider the following six situations involving a positive charge and a magnet. The charge or the magnet may be moving at the instant shown as indicated by a velocity vector. In all situations the speed is the same. A) Rank the situations in order of increasing force on the charge at the instant shown. Explain. N N N N S S S S S S N N i ii iii iv V vi B) Indicate the direction of the force for each situation. Explain your answers.

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3. Explain the principle and working of electron and neutron diffractions. 4. Write a detailed note on different types of volume defects.

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Q.8. Find the coordinates of the vector $(1, 2, -1)$ with respect to the following ordered basis \{$(1, 0, 1)$, $(0, -1, 2)$, $(2, 3, -5)$\}.

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A quadratic function has its vertex at the point (3,9). The function passes through the point (10,8). Find the quadratic and linear coefficients and the constant term of the function.

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