Varsep Homo Exact Linear (H) (E) Linear Bernoulli Bernoulli Differential Equation (VS) in z (Lz) in t (Lt) in z (Bz) in t (Bt) dz dt + -= (0 1 zdt – (z² – 3 - t)dz = 0 2 (z – t)dz = (z + t)dt dt 3 t2...

Number 2 Identify if homo, varsep, exact, linear in z, linear in t, Bernoulli in z and bernoulli in t, and find the DE Varsep Homo Exact Linear (H) (E) Linear Bernoulli Bernoulli Differential Equation (VS) in z (Lz) in t (Lt) in z (Bz) in t (Bt) dz dt + -= (0 1 zdt – (z² – 3 - t)dz = 0 2 (z – t)dz = (z + t)dt dt 3 t2 t3 = z² + 3z – 2 dz 4 (z – 1)dt + (1 – t)dz = 0 5 z?dt – (3t² + zt)dz = 0 6 2ztdt + (2 + t²)dz = 0 7 sect dz + csc z tdt = 0

Varsep Homo Exact Linear<br>(H)<br>(E)<br>Linear<br>Bernoulli Bernoulli<br>Differential Equation<br>(VS)<br>in z (Lz) in t (Lt)<br>in z (Bz)<br>in t (Bt)<br>dz dt<br>+<br>-= (0<br>1 zdt – (z² – 3 - t)dz = 0<br>2 (z – t)dz = (z + t)dt<br>dt<br>3 t2<br>t3 = z² + 3z – 2<br>dz<br>4 (z – 1)dt + (1 – t)dz = 0<br>5 z?dt – (3t² + zt)dz = 0<br>6 2ztdt + (2 + t²)dz = 0<br>7 sect dz + csc z tdt = 0<br>

Extracted text: Varsep Homo Exact Linear (H) (E) Linear Bernoulli Bernoulli Differential Equation (VS) in z (Lz) in t (Lt) in z (Bz) in t (Bt) dz dt + -= (0 1 zdt – (z² – 3 - t)dz = 0 2 (z – t)dz = (z + t)dt dt 3 t2 t3 = z² + 3z – 2 dz 4 (z – 1)dt + (1 – t)dz = 0 5 z?dt – (3t² + zt)dz = 0 6 2ztdt + (2 + t²)dz = 0 7 sect dz + csc z tdt = 0

Jun 05, 2022

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Varsep Homo Exact Linear (H) (E) Linear Bernoulli Bernoulli Differential Equation (VS) in z (Lz) in t (Lt) in z (Bz) in t (Bt) dz dt + -= (0 1 zdt – (z² – 3 - t)dz = 0 2 (z – t)dz = (z + t)dt dt 3 t2...

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