Math Essentials: Practical Problems Quiz

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Quick-fire math questions from real-world problems.

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Christian Joseph Jabonero

Philippines

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Math Essentials: Practical Problems Quiz


Froggy Jumps Math Essentials: Practical Problems QuizVersion en ligne Quick-fire math questions from real-world problems. par Christian Joseph Jabonero 1 In C = 0.85 np, which represents the variables? a 0.85 b C and p c Both n and p 2 If a car costs 500 pesos base plus 20 per km, what is the total for 150 km? a 4000 pesos b 3000 pesos c 3500 pesos 3 Distance when total cost is 2780 with base 500 and 20 per km? a 110 kilometers b 114 kilometers c 112 kilometers 4 Carlos can afford how many GB if budget is 800 with 50 peso load and 5 per GB? a 160 GB b 150 GB c 140 GB 5 If monthly spending is 600, how many GB can he use (C = 50 + 5G)? a 120 GB b 100 GB c 110 GB 6 If 180 GB are used, total expense is? a 950 pesos b 1000 pesos c 900 pesos 7 Which expression represents total cost for notebooks (n) and pens (p) at 45 and 20? a C = 45p + 20n b C = 45n + 20p c C = (45 + 20)(n + p) 8 Substitute 5 notebooks and 3 pens correctly to find total cost. a C = (45 + 20)(5 + 3) b C = 45(3) + 20(5) c C = 45(5) + 20(3) 9 Water tank: after 6 minutes, how much water is in the tank W = 300 + 75m? a 600 liters b 900 liters c 750 liters 10 Time to fill tank to 1200 L with 75 L/min given W = 300 + 75m? a 14 minutes b 10 minutes c 12 minutes 11 Which equation represents the number Fatima gave away after starting with 12 and ending with 7? a 12 + x = 7 b x - 12 = 7 c 12 - x = 7 12 A car rental charges base 500 pesos plus 20 per kilometer. What is the total for 150 km? a 3700 pesos b 3000 pesos c 3500 pesos 13 In C = 0.85np, what should replace 0.85 if the discount becomes 20%? a 0.90 b 0.50 c 0.80 14 Which expression represents the total cost for notebooks n and pens p at 45 and 20 pesos respectively? a C = 45n + 20p b C = (45 + 20)(n + p) c C = 45p + 20n 15 If Carlos spends exactly ₱800, how many gigabytes can he afford with C = 50 + 5G? a 150 GB b 160 GB c 140 GB 16 Which numbers on a standard six-sided die are prime? a 2, 4, 5 b 2, 3, 5 c 1, 2, 3 17 If 18 out of 30 trials are prime results, what is the experimental probability of a prime result? a 12/30 b 30/18 c 18/30 18 In a deck of cards, how many total outcomes are possible? a 13 b 52 c 26 19 How many Jack cards are there in a standard deck? a 4 b 12 c 8 20 A spinner with four equal sections has how many total outcomes when spun once? a 6 b 2 c 4

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Math Essentials: Practical Problems Quiz

Froggy Jumps

À propos de cette activité

Créé par

Téléchargez la version pour jouer sur papier

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Math Essentials: Practical Problems QuizVersion en ligne

par Christian Joseph Jabonero

In C = 0.85 np, which represents the variables?

If a car costs 500 pesos base plus 20 per km, what is the total for 150 km?

Distance when total cost is 2780 with base 500 and 20 per km?

Carlos can afford how many GB if budget is 800 with 50 peso load and 5 per GB?

If monthly spending is 600, how many GB can he use (C = 50 + 5G)?

If 180 GB are used, total expense is?

Which expression represents total cost for notebooks (n) and pens (p) at 45 and 20?

Substitute 5 notebooks and 3 pens correctly to find total cost.

Water tank: after 6 minutes, how much water is in the tank W = 300 + 75m?

Time to fill tank to 1200 L with 75 L/min given W = 300 + 75m?

Which equation represents the number Fatima gave away after starting with 12 and ending with 7?

A car rental charges base 500 pesos plus 20 per kilometer. What is the total for 150 km?

In C = 0.85np, what should replace 0.85 if the discount becomes 20%?

Which expression represents the total cost for notebooks n and pens p at 45 and 20 pesos respectively?

If Carlos spends exactly ₱800, how many gigabytes can he afford with C = 50 + 5G?

Which numbers on a standard six-sided die are prime?

If 18 out of 30 trials are prime results, what is the experimental probability of a prime result?

In a deck of cards, how many total outcomes are possible?

How many Jack cards are there in a standard deck?

A spinner with four equal sections has how many total outcomes when spun once?