Numerade

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In the EI (erodibility index) equation, the higher the variable T, the lower the EI values becomes. True False

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there is a tripod in 2D, left leg is 30degree to vertical and that leg is 100 mm2, vertical leg is 150mm2, right leg is 30 degrees to vertical and is 200 mm2. A load P is pulling the tripod vertically upwards , in which direction can the load P move? All the legs are pinned supported

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1. What are the names of products from manufacturers in Washington state? 2. Which cities have manufacturers who make boots? 3. Bookmark question for later 4. What are the names and list prices of products that sold on Valentines Day 2014? 5. What are the names of products, their list prices, and their manufacturer name that have a list price under $50 and are made by manufacturers in Phoenix? 6. Who are the customers from Illinois who have bought products that currently list for more than $100 or who have bought flats? Show columns for first name and last name only. 7. What are the names of customers who have bought products currently listed for more than $60 made by manufacturers in New Jersey? Only show first and last names. 8. List Hourly (wage) Employees (first and last names), their hire dates and then the full name (first and last) of their manager. (Rename manager name columns as MgrFirstN, MgrLastN. 9. Which employees made purchase orders (purchases) from the manufacturer named Timberland? Only show employee first and last names. 10. Who are the customers (first and last names) that bought "casual shoes" from the manufacturer named Timberland? (Note category names are lower case, manufacturer names are capitalized in the database.)

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Question 11 (5 points) Listen What is meant by the Premack principle? The degree to which members of a species are innately prepared to learn particular behaviors The reversion of animals to behaviors characteristic of their species even when being reinforced for performing other behaviors The principle that a more probable behavior can be used as a reinforcer for a less probable one In classical conditioning, the gradual disappearance of the conditioned response when the conditioned stimulus is repeatedly presented without being paired with the unconditioned stimulus

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Let x_0 = 1, x_1 = 1.25, and x_2 = 1.6. Using data at these x_i, construct interpolating polynomials of degrees at most one and at most two and use them to approximate f(1.4). Find the absolute errors. (a) f(x) = sin(πx) (b) f(x) = ∛(x - 1) (c) f(x) = e^(2x - 4) (d) f(x) = ln(10x) 10. Use formula 3.2.3 to find theoretical error bounds for the approximations in question 9. Compare the bound to the actual error.

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Rxample 11 Show that the differential equation $ x \cos \left(\frac{y}{x}\right) \frac{d y}{d x}=y \cos \left(\frac{y}{x}\right)+x $ is homogeneous and solve it.

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1. Consider the Legendre differential equation for $l = m = 0$: \frac{d}{dz} \left[ (1 - z^2) \frac{dP(z)}{dz} \right] = 0. Integrate this differential equation directly, making no assumptions about boundary conditions, to find the most general solution. Discuss why the \text{``second''} solution (the one linearly independent of $P_0(z)$) wasn't considered in class. What is the function $\Theta(\theta)$ corresponding to this second solution?

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Question 36 In the circuit below, $R_1 = 8 \text{ k}\Omega$, $V_o = 2.5 \text{ V}$, and $I_o = 200 \text{ uA}$. Use the mesh-current method to solve for $I_A$ in $\text{uA}$. $V_s$ 6 V $I_1$ $R_1$ $R_2$ 5.6 k$\Omega$ $V_o$ $+$ $I_A$ $I_o$ $I_B$ $V_3$ $R_3$ 8.2 k$\Omega$ 4,651

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Solve the right triangle ABC, C = 90.00°, b = 21.33 cm, c = 37.22 cm. Round to two decimal places.

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Create a document that visually displays each of the activities you have selected. Briefly explain how each of your chosen activities relates to the specific intelligence described by Howard Gardner. 1.) ICE - Blue food coloring. Children will use ice and blue food coloring to create a hands-on activity. This activity relates to the bodily-kinesthetic intelligence as children will be physically manipulating the ice and food coloring to create a visual representation of the concept of ice. 2.) Baking Soda and white hair conditioner- Fake Snow. This activity relates to the spatial intelligence as children will be using their imagination and creativity to transform baking soda and hair conditioner into a visually appealing representation of snow. 3.) Snowflakes - Confetti. This activity relates to the visual-spatial intelligence as children will be using their visual perception and spatial awareness to create snowflakes using confetti. 4.) Paper plate - Make snowflakes. This activity also relates to the visual-spatial intelligence as children will be using their visual perception and spatial awareness to create snowflakes using paper plates. 5.) Play Dough - make stamps shapes of snowflakes. This activity relates to the bodily-kinesthetic intelligence as children will be using their hands and fingers to manipulate the play dough and create snowflake shapes. 6.) Winter song. This activity relates to the musical intelligence as children will be engaging with music and rhythm through singing a winter song. 7.) Toys - Penguins or snow trucks. This activity relates to the interpersonal intelligence as children will be engaging in social interaction and communication while playing with toys related to winter themes. 8.) Art Project - This activity can relate to multiple intelligences depending on the specific art project chosen. It could relate to the visual-spatial intelligence if the project involves creating a visual representation, or it could relate to the bodily-kinesthetic intelligence if the project involves physically manipulating art materials. Overall, these activities provide opportunities for children to engage with different intelligences described by Howard Gardner, promoting a well-rounded and holistic learning experience.

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bryan y.