The video board at AT&T Stadium is 90 ft above the field. The ball’s distance from the bottom of the scoreboard can be modeled using the equation d(t)=−16t2+76t−90, which can be factored as d(t)=–2(4t–9)(2t−5). The ball will hit the video board when d(t)=0. What values of t are solutions of the equation 0=–2(4t−9)(2t−5)? Enter your answers in the boxes. Write your answers in order from least to greatest.

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08-07-2024
Mathematics

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The video board at AT&T Stadium is 90 ft above the field. The ball’s distance from the bottom of the scoreboard can be modeled using the equation d(t)=−16t2+76t−90, which can be factored as d(t)=–2(4t–9)(2t−5). The ball will hit the video board when d(t)=0. What values of t are solutions of the equation 0=–2(4t−9)(2t−5)? Enter your answers in the boxes. Write your answers in order from least to greatest.

Sagot :

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