20d

#### Use the following identity?

Use the following identity an-1 = (an-1+ aa-2 +...+ a+1) to determine the limit of:lim x -> 1 [(x(1/n)-1)/ (x(1/m)-1)]

08/15/21

#### limits and intergral

Given Ln= 4/n ∑^n and i=1 and the bottom [5(3+(i−1)4/n)^2 −7(3+(i−1)4/n)^4], express the limit as n→∞ as a definite integral, that is provide a, b and f(x) in the expression ∫^b and on the bottom...
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#### Electromagnetism

Show that for a vector field that has the form E = F(r) r̂, the rotational is zero and the divergent is given by DIV(E) = 2F(r) ⁄ r + dF⁄dr

07/09/21

#### What is the acceleration?

Suppose that the velocity of a falling body is v = ks 2 (k a constant) at the instant the body has fallen s meters from its starting point. Find the body's acceleration as a function of s.

06/30/20

#### Find the value a for which e^a + e^(2a) + e^(3a) + e^(4a) + · · · = 4. Here e is the Euler’s constant

Find the value a for which e^a + e^(2a) + e^(3a) + e^(4a) + · · · = 4. Here e is the Euler’s constant

06/30/20

#### Need some help with this Calculus 2 sequence question

Determine whether the sequence converges or diverges. If it converges, find the limit. If it diverges write NONE.

06/23/20

#### Let (G, *) be a group. Prove that the map π : G → G defined by π(g) = g * g is a homomoprhism if and only if G is abelian

Let (G, *) be a group. Prove that the map π : G → G defined by π(g) = g * g is ahomomoprhism if and only if G is abelian

06/19/20

#### Abstract algebra

Prove that if R is a ring and I ▹ R, then R[x]/I [x] ≃ (R/I )[x] for any indeterminate x.

#### Calculus question - tangent line equation of ellipse

Question is from Schaum's Guide to Calculus, p.97 q.18:For the ellipse [MATH]b^2x^2+a^2y^2=a^2b^2[/MATH] show that the equations of its tangent lines of slope m are [MATH]y=mx \pm...
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09/23/19

#### one dimensional motion

A runner is running at 5 m/s. if during the last 100m she accelerates at 0.1 m/s what will her final velocity be?

09/23/19

#### physics one dimensional motion

a silly physics teacher drop a textbook a distance of 8m. how long will it take to hit the ground?

#### Explain how the rule that states that a^-n = 1/a^n is consistent with the rules that a^m/a^n = a^m-n and a^0 = 1 for a≠0.

Explain how the rule that states that a-n = 1 / an is consistent with the rules that am/an= am-n and a0 = 1 for a≠0.

#### h=-t^2+3t+28 If h is height in metres and t is time in seconds, when does the rocket hit the ground?

#### Elementary mechanics

an object is shot from the ground at 125m/s at an angle 30o above the horizontal. how far away does the object lands

09/05/19

#### precalc question: find the domain of this function?

A firecracker is launched straight up, and its height is a function of time, h(t) = −16t2 + 128t, where h is the height in feet and t is the time in seconds, with t = 0 corresponding to the instant...
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09/05/19

#### precalc problem

Give the standard form of the equation of the line that contains the points ( -3/2 , -9 ) and ( 8 , 8/3 )

09/04/19

#### Find all values of x algebraically for which the algebraic expression is not defined. X/x^2-16

08/31/19

#### PERCENT QUESTION

In a particular sale, all items were discounted 40%. If the original price of an item was $50, what was its sale price?

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