Can someone please explain it to me ASAP???!!!! This is physical application! A large tank has a plastic window on one wall that is designed to withstand a force of 90,000 N. The square window is 0.5 m on a side, and its lower edge is 1 m from the bottom of the tank. Use 1000 kg / m for the density of water and 9.8 m/s for the acceleration due to gravity. a. If the tank is filled to a depth of 7 m, will the window withstand the resulting force? b. What is the maximum depth to which the tank can be filled without the window failing? a. Draw a y-axis on the face of the window in the vertical direction and choose a convenient origin, In this case, choose the point on the bottom of the tank that corresponds to the left side of the window as the origin (0,0), as shown to the right. Find the width function w(y) for each value of y on the face of the window. wty) -D (Type an integer or a decimal.) I put the new picture

ank has a plastic window on one wall that is designed to withstand a force of 90,000 N. The square window is 0.5 m on a side, and its lower edge is 1 m from the bottom of the tank. Use 1000 kg / m of water and 9.8 m / s for the acceleration due to gravity. tank is filled to a depth of 7 m, will the window withstand the resulting force? at is the maximum depth to which the tank can be filled without the window failing? aw a y-axis on the face of the window in the vertical direction and choose a convenient origin. In this case, choose the point on the bottom of the tank that corresponds to the left of the window as the origin (0,0), as shown to the right. Find the width function w(y) for each value of y on the face of the window. =1 e an integer or a decimal.) N of 012 34 5save Points: 0 of 1 A large tank has a plastic window on one wall that is designed to withstand a force of 90,000 N. The square window is 0.5 m on a side, and its lower edge is 1 m from the bottom of the tank. Use 1000 kg / m for the density of water and 9.8 m / s for the acceleration due to gravity. a. If the tank is filled to a depth of 7 m, will the window withstand the resulting force? b. What is the maximum depth to which the tank can be filled without the window failing? a. Draw a y-axis on the face of the window in the vertical direction and choose a convenient origin. In this case, choose the point on the bottom of the tank that corresponds to the left side of the window as the origin (0,0), as shown to the right. Find the width function w(y) for each value of y on the face of the window. w(y) = (Type an integer or a decimal.) of