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Q: s kekh this Lunetion by using your infoinedion Fes: 2メ-1 in Difoutiatim ? メ+

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Q: 2. Consrler he follawing linea prcoromming problem a) Construct Ale sholck lca associated th…

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Q: 14. Show that p q and (paq)V-PA) are equiv- alent.

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Q: 7 of 17 If LAO} =F(s), then L{f{4t)}= %3D

A: Here we solve this from the definition of Laplace transformation.MKMJCDSCDS

Q: 10.) PN= ON: N MN- LV=U6

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Q: (0: find the Vealue af P R which The integoal Cauages , Conditionally. abselutely 18 CosK du XP

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Q: 4. If it is sunny, Ben will go biking. (S, B) It is not sunny. Therefore. Ben did not go biking.

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Q: 11 .C 13 O Yes, by SSS ONot Similar O Yes. by SAS O Yes, by AA

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Q: #1

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Q: 9. M2MPN = 10. M2NMO mPO M 11. %3D 12. тNOP %3D N 13. MZNMP = 14. M2MPO тMP 15.

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Q: 1. When is the object at rest? Your ansiôier

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Q: Apply Gauss forward interpolation formula to obtained y(39) if 15 30 45 60 75 90 Y : 0.23 0.32 0.33…

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Q: (9) 8 given that A has occurred

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Q: 1) Solve the O.DE. qiven below y'+ 3yt= tye"

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Q: 1 Compute the quantity, w, using w = W •W - 4 - 5 LO

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Q: Which of the following is equal to C(200, 50) C(150, 50) О С(200,100) O C(200, 150) O C(150,100)

A: The formula for C(n,r) is evaluated as C(n,r) =n!n-r!·r! C200,50 = 200!200-50!·50! = 200!150!·50!

Q: Suppose that X, Y ⊆ U. If n(X) = 24, n(Y ) = 18, and n(X ∩ Y ) = 14, what is n(X Compliment ∪ Y ) if…

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Q: 10- A = matrisi için Ao matrisi aşağıdakilerden hangisidir? 101 a) O b) O d) Boş bırak 29 으9 -9 인

A: Explanation of the answer is as follows

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Q: Is it true or false A" |=| A|"?

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Q: (24+4)iracsetic grioup?anbit is denotedbt? 24ぐ0> ですく十> 2く4)

A: Known fact: For each positive integer n, zn, + is a cyclic group and its generators are m∈0, 1, 2 ,…

Q: 12) Given: MZRSU =91° show that MRST = 23° %3D 68° T.

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Q: Given that Z - N(O, 1) use tables to evaluate correct to three decimal places then P(1.24 < Z <…

A: Required probability is P(1.24&lt;Z&lt;2.36)

Q: 3) Given: MN||PO; LM = 20 Prove: MP||N0 M.

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Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.