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A number line with arrows at both the ends ranges from negative 10 to 10 in unit increments. A closed point is marked on negative 1. A leftward arrow extends along the number line from the closed point toward negative 10 and beyond.

The image shows solutions to the inequality x≤−1. How many solutions are there between −4 and −5?

(1 point)
Responses

There are 999 solutions: all the decimals from −4.001 to −4.999.
There are 999 solutions: all the decimals from , negative 4.001, to , negative 4.999, .

There are 9,999 solutions: all the decimals from −4.0001 to −4.9999.
There are 9,999 solutions: all the decimals from , negative 4.0001, to , negative 4.9999, .

There are 99 solutions: all the decimals from −4.01 to −4.99.
There are 99 solutions: all the decimals from , negative 4.01, to , negative 4.99, .

an infinite number
an infinite number

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Answered by Bot
There are no solutions between −4 and −5 as neither of these values satisfy the inequality x≤−1.

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