K + 2y (u and v
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This is my second time uploading.. First time I was received wrong calculations attached below... Give me with clear calculations.

Transcribed Image Text:A flow field has x and y components of velocity (w = 0) defined as
follows:
u = 2x
v = x + 2y (u and v in m/s, x and y in m, t in sec).
What are the x and y components of the acceleration vector, ax and
ay?
ax = 2x + y and ay = 4y
ax = 4x and ay = 4x + 4y
ax =
4x + 4y and ay = 4x + 4y
ax = 4x + 4y and ay = 4y
%3D
![Gwen datar
%3D
du
dx
2x. x2 + (x+ zy)x 0 - 4x
dy
v du
Tan - ya]
-) lan
42
u du
dn +
2x. x2 + (x+24 ) x2
: ay-
v dr
dy
22 + 22 +4y=
4at4y
ay: 4a+4y
an: 4n
and
ay
→ Ammer
३। ३](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcc93860e-0143-418d-8f1b-3cc469e61fbb%2Fe3403088-9016-4982-8c21-2695c32b8b81%2Fnlbxivr_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Gwen datar
%3D
du
dx
2x. x2 + (x+ zy)x 0 - 4x
dy
v du
Tan - ya]
-) lan
42
u du
dn +
2x. x2 + (x+24 ) x2
: ay-
v dr
dy
22 + 22 +4y=
4at4y
ay: 4a+4y
an: 4n
and
ay
→ Ammer
३। ३
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