Answer:
Resolver uma equação diferencial significa determinar as funções que satisfazem tal equação. Dessa forma, é pela integração de uma diferencial que se dá a
solução e, geometricamente, as curvas que representam soluções são chamadas
curvas integrais.
Explanation:
Question 1: Against
Question 2: Maybe where they’re located not sure!
Question 3: Profit
Question 4: Either hundreds or thousands
Question 5: Either To help with understanding meaning or to help with all of the above
Answer:
I can't see the text can u post it so I can see it?
Explanation:
Bella's sequence is correct; For once, we can check the scale factor. The large side in the blue shape is 8 units long, while in the red shape it is 12. Hence, the scale factor is 12/8=1.5. Also, we have that the rotation part is correct, since the rotation needs to be 180 degrees to get an upside down version of the shape.
Marco's sequence is almost correct, but due to the reflection part, the 2 shapes should have the same orientation after this procedure. Hence, we get that the pointy parts of the shapes should point to the same direction. This is clearly not the case here, so Marco's procedure is wrong; in fact, his procedure yields almost the same object as the red one, only reflected along the y-axis.
