4>x15+250-25 x 24
To solve the inequality ( 4 > 15 + 250 - 25 \times 24 ), we first need to simplify the right side of the inequality.
Calculate ( 25 \times 24 ): [ 25 \times 24 = 600 ]
Substitute this value back into the inequality: [ 4 > 15 + 250 - 600 ]
Now, simplify the right side: [ 15 + 250 = 265 ] [ 265 - 600 = -335 ]
Now the inequality looks like this: [ 4 > -335 ]
This statement is true. Therefore, the inequality ( 4 > 15 + 250 - 25 \times 24 ) holds true.