Exomple: \( 300000+5<300500 \) a. \( 75001+9 \) \( \square \) 75100 b. 3838 \( \square \) \( 3808-50 \) c. \( 2800-800 \) \( \square \) 20 ma d \( 50000+3 \) \( \square \) 50300 - 5.558 \( \square \) 5655-100 1. \( 200000+50 \) \( \square \) \( 200050+50 \)

For each of these inequalities, it’s all about breaking down the math in a straightforward way. a. \( 75001 + 9 = 75010 \) which is less than \( 75100 \), so it's \( < \). b. \( 3838 \) should be compared with \( 3808 - 50 \), which equals \( 3758 \). Thus, \( 3838 > 3758 \), so it’s \( > \). c. \( 2800 - 800 = 2000 \). Since 2000 is greater than 20, we have \( 2000 > 20 \). d. \( 50000 + 3 = 50003 < 50300 \), so it’s \( < \). e. \( 5.558 < 5655 - 100 \), since \( 5655 - 100 = 5555 \). f. \( 200000 + 50 = 200050 \) which is equal to \( 200050 + 50 = 200100 \), so it's \( < \). Math can often feel tricky, but breaking it down into simple steps can make all the difference! Use scratch paper and take your time to avoid those sneaky mistakes. And for more practice, try finding similar inequalities online or create your own!