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Finding Square Roots. Finding the square root of a number means determining which other number, when multiplied by itself, gives us the first number. 10,000 is a perfect square, which means its square root is a whole number (a number that does not include a fraction or decimal).
To find the square root of 225 using these prime numbers, take one number from each set of two and multiply them together: {eq}5\cdot3=15 {/eq}. 15 is the square root of 225.
Estimate the square root of 375. Estimate the square root of 250. Estimate the square root of 252. Estimate \sqrt {26} using differential; Approximate the integral below using a Left Riemann sum, using a partition having 20 subintervals of the same length. Round your answer to the nearest hundredth. \int^2 _1 \sqrt {1 + \cos x} dx
If an AC generator with I(t) = 20sin (kx - under root 10000(pi t)2) is connected to a series RLC circuit, where R = 40 ohms, L = 185 mH, and Z = 25 ohms, as shown in the figure below, Find the capacitive reactance XL.
If an AC generator with I(t) = 20 sin (kx - square root of{10000(pit)^2}) is connected to a series RLC circuit, where R = 400, L = 185 mH, and Z = 25 omega. Find the capacitive reactance, X_L. If an AC generator with I(t) = 20sin (kx - under root 10000(pi t)2) is connected to a series RLC circuit, where R = 40 ohms, L = 185 mH, and Z = 25 ohms ...
Square roots are either perfect squares like the square root of 49(7*7) = 7, or imperfect square roots like the square root of 34. Imperfect squares can only be approximated and are approximately non-repeating, non-terminating decimals.
Given the demand function D (p) = square root {325 - 3 p}. Find the Elasticity of Demand at a price of $97. Given the demand function D (p) = square root {250 - 3 p}. Find the Elasticity of Demand at a price of $53. Find the consumer surplus for the given demand function and sales level. P = 6 - fraction {q}{3500},12000
The rate of change of P with respect to t is directly proportional to (10 - t) and inversely proportional to the cube root of P. The differential equation that models this situation is: A) dP/dt = k(10 - t)/(1/3 square root(p)) B) dP/dt = (10 - t)/square ; A vehicle purchased for $32,500 depreciates at a constant rate of 9%.
The square root of a number is the number when multiplied by the same number will result in a certain number. Square root is denoted by the symbol √. Answer and Explanation:
The square root of 1.44 is 1.2 Since decimals are more difficult than whole numbers, lets move the decimal two places to the right so the number we... Become a member and unlock all Study Answers