Use the table to answer the question. x Substituted Evaluate True Statement? 12 24 36 48 When set off, a certain firework follows the path of the quadratic function h=−2536x2+1623x , where: h= the height of the firework in feet. x= the horizontal distance it travels in feet. To determine how far the firework will travel before reaching the ground, determine which value of x in table is a solution to the equation 0=−2536x2+1623x . (1 point) Responses 36 feet 36 feet 48 feet 48 feet 12 feet 12 feet 24 feet 24 feet Skip to navigation

1 answer

To determine how far the firework will travel before reaching the ground, we need to find the value of x in the table that is a solution to the equation 0 = -2536x^2 + 1623x.

From the table, we can see that when x = 36, the value of h is 0. Therefore, the firework will travel 36 feet before reaching the ground.

The correct answer is: 36 feet.
Similar Questions
  1. Use the table to answer the question.x Substituted Evaluate True Statement? 7−11−−√ 7 − 11 7 11−7–√ 11 − 7
    1. answers icon 1 answer
  2. Use the table to answer the question.x Substituted Evaluate True Statement? 7−11−−√ 7 − 11 7 11−7–√ 11 − 7
    1. answers icon 1 answer
    1. answers icon 3 answers
  3. QuestionUse the table to answer the question. x Substituted Evaluate True Statement? 7−11−−√ 7 11−7–√
    1. answers icon 1 answer
more similar questions