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Navi's constant pay rate is represented by the rising slope on the graph.

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Navis constant pay rate is $21 and the $50 dollars is the starting fee

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so first starting fee is 50 so the 0 on y would be placed at 50 and y,1 is 50 plus 21x x representing the hours and 21 the amount he gets payed

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Constant rate: $21 a hr
Starting Fee: $50

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Navi's constant rate is $21 an hour and a $50 starting fee

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Navi's pay rate would be $21 per hour while his initial fee is $50.

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Navis constant pay rate is represent in the graph by the increase in slope. Since the pay rate is 21$ plus the initial 50 from the starting fee.

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Navi earned $113 for tutoring on sunday.

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Navi's constant pay rate is $21 which is increased by that same amount each hour. Navi also got the $50 starting fee added on.

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No matter how many hours he will work for, he starts with an initial fee of $50 and then a constant pay rate of $21 per hour.

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Navi made $113 on sunday using the formula f(x)=50+21x

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Navi's pay rate is $21 per hour and an initial fee of $50

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Navi earns $21 every hour he works including his initial starting fee of $50

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Navi's constant pay rate for every hour is $21 but on Sunday she had a starting fee of $50. Which is added to the overall pay that she earns.

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If Navi starts with his initial fee of $50 and then works 3 hours which are $63 then that would come to a total of $113.

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113

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its a consent rate of 21$ an hour but besides that first starting fee which is 50$

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its a consent rate of 21$ an hour but besides that first starting fee which is 50$

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Navis constant pay rate is 21$ and the $50 dollars is the starting fee

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Navi's pay increases $21 dollars per hour in addition to the $50 starting fee

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For each hour Navi worked he would get paid $21 after his starting fee of $50

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navi's pay rate is 21 per hour and 50 for initial pay.

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his initial fee was $50 and his pay rate is $21 per the hour

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Constant 21$ + 50$ starting fee, it'd be a straight line going up starting at 50 rather than 0

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the pay rate is added $21 per hour, 50 in is initial fee

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The $21 is how much navi gets paid and the $50 is the initial pay

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Navi's pay rate goes up by $21 after the fee which is $50.

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Navi earned $133 for 3 hours on Sunday

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Navi made $113.

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Navi made $113 dollars on Sunday.

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Navi made $113 that day.

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navi earned 133

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Navi made 133$ in 3 hours

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$133

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Navi's constant pay rate is the $21 he gets per hour and the $50 is the money he gets as an initial fee

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Navi made $113.

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Navi made $133

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She/he made $133 in that day

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Navi increase by $21 per hour and his initial fee is $50

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He made $133

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His pay rate constantly goes up $21 per hour after his starting fee, which is $50.

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Navi made $113 that day

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Navi made $133

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Navi earns $133 that day I figured this out by using the equation: f(x)=50+21x

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He earned 113$

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Navi earns 113 that Sunday after tutoring

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Navi made $133 because of how much money he makes in an hour which is $21 and multipling the 3 hours he works and then adding the interest rate of $50 making it $133 in total.

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Navi earned $113 that day

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He earned $113

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Navi earns $133 this year from tutoring on Sunday

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Navi earned $113 that day. You use 21x+50 to determine how much he's made in a day.