Find the distance between the following two points: (0, -1) and (2, 0) O 2 O V5 O V13

Q: Bill decides to take a trip to his hometown ( a distance of 200 miles from his current location).…

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Q: Rearrange the equation to isolate

A: here , we have a equation , then we have to re - write the equation for C   equation be    a=b1c-1d…

Q: Find mzk (5x-21⁰° H B (2x+8) K

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Q: Find the intersection point of 2x – y = 5 and 4x = – 2y + 6

A: Given: 2x - y = 5, 4x = -2y + 6 Calculations: From first equation, 2x - 5 = y Substitute this in…

Q: Solve: 3 1= - z+ 3 3z z+3 O 2

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Q: Solve for fx(-9, 9) and fy(-9, 9). f(x, y) = 5x2 + 8xy + 4y2 + 6x − 9y; (−9, 9)

A: Given:fx,y=5x2+8xy+4y2+6x-9yTo find:→fx-9,9→fy-9,9

Q: Solve for x: 2x – 3y = 6; y=4

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Q: A B C D E t

A: Option (B) is correct. Since Arrow is moving diagonally and rotated by 90°.

Q: Given that 6x + 2y = 0 and x² + y2 = 2(32 + xy) Calculate the value of x and y.

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Q: (x y z 202 X 00 2a y 002

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Q: √y² = √x and y = √x. Find the value of n.

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Q: Find dx2 e 2Y +x = 6y

A: differenciate given expression with respect to x

Q: (t-3)√6t-t² dt

A: To evaluate the given integral.

Q: 4x +2y=O Y=X-3

A: Given ,  4x + 2y = 0  ........... (1)  &  y = x - 3    ......... (2) We have to find x & y…

Q: Evaluate:

A: To Determine: Find the integral

Q: Find MZDCE. D. (9x – 31)* (7x – 2)°/ C E (4X + 33)°

A: Given,

Q: Find the distance between the following two points: (10, 1) and (9, -4)

A: Given Find distance between (10,1) and (9,-4)

Q: Find the distance between the points: (-1,-2), (-9,5) V113 185 145 181 202

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Q: d The Value 2X-24-2 4x+3-22 3x+44-32

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Q: Find the distance between the two points.   ​(3​,−10​) and ​(27​,0​) The distance is

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Q: 9y²dy 1+ y*

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Q: 2dx x² – 1 4 А. In3 В. In2 C. In- D. In || 5331 8.

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Q: Find the distance between the following two points: (0, -2) and (-5, -1) O 5 O 21 O 26 O 11

A: Distance formula: Distance between two points P(x1,y1) and Q(x2,y2) is given by: d(P, Q) = √ (x2 −…

Q: Q5:. Calculate the area of the triangle formed by the line 3x-7y+4 =0, and the axes.

A: By using formula of area of triangle and basic geometry. Area of right angle triangle = 1/2(B×H)

Q: X 23 y + 4y = 0

A: Solving second order differential equation:-

Q: Solve for y in terms of x: x - 2y = 1 4x - 8y =4

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Q: Find WX. 2.x + 16 X, Y 7x – 29 W

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