for one photography session, dexter earns no less than $50, but no more than $100. which inequality can be…

for one photography session, dexter earns no less than $50, but no more than $100. which inequality can be used to represent his earnings, e?\n○ $e \\geq 50$ or $e \\leq 100$\n○ $e > 50$ or $e < 100$\n○ $50 < e < 100$\n○ $50 \\leq e \\leq 100$

for one photography session, dexter earns no less than $50, but no more than $100. which inequality can be used to represent his earnings, e?\n○ $e \\geq 50$ or $e \\leq 100$\n○ $e > 50$ or $e < 100$\n○ $50 < e < 100$\n○ $50 \\leq e \\leq 100$

Answer

Explanation:

Step1: Analyze "no less than $50"

"No less than" means his earnings ( e ) is greater than or equal to 50, so ( e \geq 50 ).

Step2: Analyze "no more than $100"

"No more than" means his earnings ( e ) is less than or equal to 100, so ( e \leq 100 ).

Step3: Combine the inequalities

Since both conditions must be true (he earns at least 50 AND at most 100), we combine them as ( 50 \leq e \leq 100 ).

Answer:

( 50 \leq e \leq 100 ) (the fourth option: ( 50 \leq e \leq 100 ))