Determine the monthly payment for the installment loan. Annual Amount Financed (P) Rate (r) $850 Number of Percentage Payments per Time in Year (n) Years (t) 4.5% 12 Click the icon to view the partial APR table. The monthly payment is $|. (Round to the nearest cent as needed.)

Q: Q1/ Using newton's backward difference fomula find the approximate value of y(-1/3) when y(-0.75) =…

A: We can solve this using newton backward difference formula

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Q: 9) suppose that horx)=1, f,(x)=x ond dz(X) Prove that Ba(f, - where Ba is a Bernyterh Polymomial.

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Q: Q2/ Complete the following table to find the values a , b,c and s y -1 2845 308 3162 S 1 3544 a b 2…

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Q: Let x(1) = c,cos(5 t) +c,sin(5 t) be a two-parameter family of solutions of the Let y =c,e*cos(5 x)…

A: To find which of the given option is correct, about the given differential equation :-

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Q: Find parametric equations for the path of a particle that moves along the circle  x2 + (y − 1)2 = 4…

A: Given the equation of the circle is x2+y-12=4

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Q: rank(AB) = rank(A) – dim(N(B") R(AT)) -

A: Let A∈Mm×n,B∈Mm×n The mapping A:Fn→Fm,B:Fm→Fn RankA+Nullity A=nRank B+Nullity B=qRank AB+Nullity…

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Q: Prove that Σan σ(d) φ (n/d) nτ (n) and ΣIn τ(α)φ(n/d) σ(n). ||

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A: The model is: c=-60000+0.04X+0.001Yl=-196000-0.001X+0.04Y The checkpoint CP1 have X=1382682 and…

Q: Using newton's backward difference fomula find the approximate value of y(-1/3) when y(-0.75) =…

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A: Given function f is harmonic such that ∂2f∂x2+∂2f∂y2=0

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Q: Integrate both sides dy = -dx

A: the given integral equation is                             ∫1y2dy=∫1xdx

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Q: If 2 [2 A = 1 4 4 3 -3 and B = 4 4 2 -2 -3 1 -4 4 Then 2A + B =

A: We have to use matrix addition.

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Q: 4 9. The vector is a linear combination of the vectors and -7 if and only if the matrix 8 equation…

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A: Correct option is - D

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A: Solution :       2x = y (mod 7)     Now if x = 0,then 20 = 1 = y (mod 7)     So, (0,1) is one…

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Q: 4. Find the number of surjections from (1, 2, ..., m) to (1, 2. that no element in the range has a…

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Q: Maximize z = 7x1 + 4x2 + 4x3 o Subject to 8x1 + 2x2 + 9x3 < 42 2x1 + 2x2 + 4x3 < 36 5x1 + 2x2 + 2x3…

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Q: (9.) r(t) = (1, cos t, 2 sin t)

A: As per your query the solution of question no 9 is given the next step.