ShaDiw360 ShaDiw360

Today at 9:09 AM
Physics

Answered

After hearing about an accident on his normal route, Mr. Gujral checks for alternate routes to get to work. What type of circuit does this traffic situation model?

Answer :

Today at 9:14 AM

Answer:

C

Explanation:

a parallel circuit because there is more than one path

Answer Link

Numinum Numinum

Today at 9:14 AM

Answer:

C) a parallel circuit because there is more than one path

Explanation:

EDGE 2022

Answer Link

Other Questions

Use an appropriate substitution and then a trigonometric substitution to evaluate the integral. ∫ dx/√(144 - x²) a) 12sin(-1) (x/12) + C b) 6sin(-1) (x/6) + C c

Let p(x) be the density function given by p(x) = ((2/95) x if 0 ≤ x ≤ 5) , ((2/14) - (2/266) x if 5 ≤ x ≤ 19) , (0 otherwise) . Find the mean value of p(x) . a)

Determine whether the integral is convergent or divergent.₋₂∫¹⁴10/√(4) (x+2) ) dx

Determine whether the integral is convergent or divergent. ∫[0,[infinity]] (x²) /(√(7 + x³) ) dx a) Convergent b) Divergent c) Need more information d) None of

A sum of $1500 is deposited in an account with an interest rate of r percent per year, compounded daily. At the end of 3 years, the balance in the account is gi

2012state the characteristics of the image formed by a plane mirror

write the names and sources of some edible acids plz I will mark you as branilist

factorise: p^2-6p-16

E-Mail Verifier

kuchisake onna story is true or not

Find the Maclaurin series for the function f(x) = (x - 1) /(x + 1) . a) f(x) = -2 + 4x - 8x² + 16x³ - ... b) f(x) = 2 + 4x + 8x² + 16x³ + ... c) f(x) = -2 - 4x

y = e(-(x²) /(2σ²) ) . What is the domain of this function? a) (-[infinity], [infinity]) b) (0, [infinity]) c) (-[infinity], 0) d) [0, [infinity])

Compute the derivative of the given function in two different ways. h(s) = (-8s + 4) (-7s - 1) a) (-8) (-7s - 1) + (-8s + 4) (-7) b) (-8) (-7s - 1) - (-8s + 4)

Evaluate the following integral. ∫(-1) 1 (6x) /((x+7) 2) dx = a) -1/3 b) 1/3 c) -1/7 d) 1/7

What's 7/√(x + h + 1) ? a) (7/√(x + h + 1) ) b) (7√(x + h + 1) ) c) (7/(x + h + 1) (1/2) ) d) (7/(x + h + 1) )

Solve the following autonomous differential equation with the given initial condition. (dy/dt) = 10(3 - y) , where y(0) = 2 a) y = 3 - 3e(-10t) b) y = 3 - 3e(10

What's 7/√(x + 1) ? a) 7√(x + 1) b) 7/(x + 1) (1/2) c) 7/(x + 1) d) (7/√(x + 1) )

A box with a square base and an open top is to be made of 27 square decimeters of cardboard. What is the maximum volume that can be contained within the box?A)

Use limit definition of derivatives to find f'(x) . f(x) = √(2x - 3) a) (1/2√(2x - 3) ) b) (1/√(2x - 3) ) c) (1/(4x - 6) ) d) (1/(4√(2x - 3) ) )

Given cos(x) = -1/9 with cos(x/2) - (2/3) (2/3) (√5) /3 - (2√2) /3 180°. Find cos(x/2) - (2/3) (2/3) (√5) /3 - (2√2) /3. a) -1/3 b) 2/3 c) 1/3 d) -2/3