when you drive a car at the same speed, the longer you drive, the farther you go. time and\nan inverse…

when you drive a car at the same speed, the longer you drive, the farther you go. time and\nan inverse variation example:\nin science, boyles law says that for a gas in a closed container, when the volume gets smaller\nin engineering, direct and inverse variation help design machines, engines, and buildings. for\n • in electricity, voltage and current go up together (direct variation).\n • in flying, wing size and air pressure go in opposite directions (inverse variation).\nunderstanding these patterns helps scientists and engineers solve real - world problems.\n1 multiple choice 25 points\nwhat is an example of a direct variation?\nas time increases, distance increases\nas pressure increases, volume increases\nas distance increases, time decreases\nas volume increases, pressure increases\n2 multiple choice 1 point\nwhat is an example of an inverse variation?\nwhen speed increases, distance increases\nwhen volume gets smaller, pressure gets higher\nthe longer you work, the more money you make\nthe bigger the wing, the faster the plane goes

when you drive a car at the same speed, the longer you drive, the farther you go. time and\nan inverse variation example:\nin science, boyles law says that for a gas in a closed container, when the volume gets smaller\nin engineering, direct and inverse variation help design machines, engines, and buildings. for\n • in electricity, voltage and current go up together (direct variation).\n • in flying, wing size and air pressure go in opposite directions (inverse variation).\nunderstanding these patterns helps scientists and engineers solve real - world problems.\n1 multiple choice 25 points\nwhat is an example of a direct variation?\nas time increases, distance increases\nas pressure increases, volume increases\nas distance increases, time decreases\nas volume increases, pressure increases\n2 multiple choice 1 point\nwhat is an example of an inverse variation?\nwhen speed increases, distance increases\nwhen volume gets smaller, pressure gets higher\nthe longer you work, the more money you make\nthe bigger the wing, the faster the plane goes

Answer

Brief Explanations:

  • For direct variation, two variables change in the same direction. When speed is constant, as time increases, distance increases (distance = speed×time).
  • For inverse variation, two variables change in opposite directions. According to Boyle's Law, for a gas in a closed - container, pressure and volume are inversely related (PV = constant).

Answer:

  1. A. As time increases, distance increases
  2. B. When volume gets smaller, pressure gets higher