owenhenry owenhenry

Today at 2:02 PM
Physics

Answered

Which item is not a solid-state component?

an integrated circuit
a vacuum tube
a diode
a transistor

Answer :

Today at 2:06 PM

Answer:

a vacuum tube is NOT a solid state component

Answer Link

Other Questions

Tiana is excited to attend her next history class because the lecture will be on World War II and because her great-grandfather was a soldier during the war. Th

In general, researchers tend to , between-group differences and differences. a.underestimate; overestimate b.overestimate; underestimate c.overestimate; overest

What are the drawbacks of internal security management? a.Not modifying its internal security principle according to the circumstances b.Making long term polici

How long is a diameter of earth?

Payment to contractor is based on the measure in lump sum contract. a.True b.False

What occurs after fertilization in a flowering plant?

Please give me the solution of Sample paper -2 class 9 Reliable of SST (New edition) . I shall be very thankful to you . Please ..!!

Spot different objcts in your sourrnding list them and classify them on the basisof their colour.

what is mummy (don't copy from internet)

You are the grandmother How did you feel when your granddaughter gave you the novel Kashi yatre? Write your feeling in your Dairy

Expand using the rules of logarithms, then differentiate: y = ln (7x/2x - 3).

Find all the antiderivatives of the following function. Check your work by taking the derivative. G(t) = 17

Write the form of the partial fraction decomposition of thefunction. Do not determine the numerical values of the coefficients.(x²)/((x-9)(x²+9)) Need Help?

If ∫₁₉¹⁰ g(x)dx=0 and G(19)=-25 , where G(x) is an antiderivative of g(x) , find G(10)G(10)=

Suppose the demand for a product is $18 and the total costs are C(x)=0.2x2+9.2x+4 .What is the maximum value of the profit? Round your answer to the nearest cen

Evaluate : ∑ⱼ₌₁[infinity] 32(1.04)ᴶ⁻¹

Evaluate the following triple integral: ∫₀(π/2) ∫₀(π/2) ∫₀π sin(πx)sin(y)sin(2z) dy dx dz ∫₀(π/2) ∫₀(π/2) ∫₀(π/2) sin(πx)sin(y)sin(2z) dy dx dz = (2)/().

Suppose {bn} is a sequence of real numbers that satisfies:b1=0.3 bn

f(x) = x? to the function g (x) = -5(x - 3)?:

Evaluate the following integral. ∫(6x²+x+7)/((x+1)(x²+1))dx.