QUESTION $2$

$1$ points

An ideal fluid flows through a horizontal cylindrical pipe from left to right. The left section of the pipe has a diameter $d_1$ and the right section of the pipe has diameter $d_2,$ such that $P_1(P_2)P_1=P_2{P}_1>P_2{P}_1.$

Not enough information $is$ given $to$ compare the pressures.$d_1.$ How does the pressure $in$ the left section $(P_1)$ compare $to$ the pressure $in$ the right section $(P_2)?$ Assume the vertical position $of$ the fluid does not change.

$P_1=P_2.$

$P_1>P_2.$

$P_1.$

Not enough information $is$ given $to$ compare the pressures.