Electron is positive charge

Q: SVe -z) + 4 dz

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Q: dt

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Q: Find dy tan

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Q: os (sin e)de

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Q: sec²(,Æ) 24. dx

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Q: 4 Cosx

A: Find complementary function and particular integral

Q: sem

A: Given: f(x,y) = xi + ( x^3 + 3xy^2) j.

Q: tan e de gec e + 4 cose

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Q: et cot (el - 9)dt

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Q: oB coser sec 2o -

A: To find the value of 2cosec20°sec20°

Q: i) S, 3 In dx.

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Q: find Dxy if y=e^(-2/x^2) Dxy=?

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Q: dv as

A: Given: I=∫dvev We know that ∫ekxdx=ekxk+c…

Q: 2. Which is equal to sec 36°? Csc 54° sec 54° Csc 36° sec 126°

A: We have to choose correct option and here using trignometry ratio

Q: In (Vx )dx

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Q: Solve Jě cose dc

A: To find the following integration  I = ∫ ex.cosx.dx

Q: We de Notice this.)

A: we will be making use of limits

Q: cos° (nt)dt

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Q: find dy du

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Q: Find if Sy 2xyz – sin(ry) + yz – 5 = 0

A: 2xyz-sin(xy) + yz - 5 = 0 To find δz/δy

Q: de

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Q: Eng v-2 Sm (8-号)Cos (o-等) Ci: stetch

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Q: O Sex- 5 dx

A: “Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: DE

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Q: sec? 5x dx

A: Given query is to find the integral .

Q: Implicit De 1. ху 3D (1 +

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Q: tan' rdr

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Q: 2. Sin odo Fla

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Q: cos e de O 4

A: Given

Q: (2 + j)?

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Q: Find the formula for dz Xx2

A: Given z=fx,y where x=est and y=s2t3 It is asked to find ∂z∂s.

Q: dt 七

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Q: Vin3 Vin3 dx dy

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Q: Ssin8 (3z) cos5 (3z) dz

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Q: Find dt

A: We have to slove derivative

Q: dx Evaluate : 1-

A: Consider the given: ∫dx1−xApply u-substitution:u=1−x∫dx1−x=∫ −2−u+1udu=−2⋅∫−u+1udu

Q: 1— (Iпх)2 dx -

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Q: tanx Differentiate: y=12an

A: We know that, from the basic derivative formulas ddxax=axloga         ⋯⋯1ddxtan-1x=11+x2…

Q: dz %3D

A: Answer is- 36.5 Explanation is given below...

Q: find det CA-XI)

A: A=1-111A-λI=1-111-λ00λ=1-λ-111-λdet(A-λI)=1-λ2+1=1-2λ+λ2+1=2-2λ+λ2

Q: (tant)2 dt ? + 1 ,2 -00

A: We have to evaluate the given integration

Q: Each second, a star converts 1.3 × 10° tons of hydrogen into helium and energy in the form of gamma…

A: Introduction: The phrase "standard form" is used to describe the typical shape of a variety of…

Q: Sí Si (3x² + 4y³)dydx

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Q: 1 -dx (г?) — 4г + 13

A: Here, we need to evaluate the integral ∫1x2-4x+13dx

Q: Integrate sze" • fa". de Answer:

A: We have to find the integral Use the formula ∫v(x)u(x)dx=v(x)∫u(x)dx-∫ddxv(x)∫u(x)dxdx

Q: te v" ח 1 'זר י:רר וודי ,

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Q: Vã In ev dx

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Q: S,12x – 3|dx 3. -

A: ∫04|2x - 3|dx In the limit 0 to 4, we need to open the modulus sign: fx = 2x - 3 = 0   ⇒ x = 32  So,…

Q: Write Dn E and Du E using

A: Given that D=v|v>1    and  E=v|v≤8. D∩E=v|v>1  and  v|v≤8=v| v>1  and  v≤8=v|  1<v≤8…

Q: e. 1 +i+?+

A: The collection of complex numbers represented on a plane. it is also known as arg and diagram. let…