Problem 1 :
A diver needs to descend to a depth of 100 feet below sea level. She wants to do it in 5 equal descents. How far should she travel in each descent ?
Problem 2 :
A teacher wants to give pizza to her students and each student can eat 1/4 of a pizza. If there are 25 students in her class, how many pizzas does she need ?
Problem 3 :
Mason made 3/4 of a pound of trail mix. If he puts 3/8 of a pound into each bag, how many bags can Mason fill ?
Problem 4 :
Raymond bought 5 rolls of paper towels. He got 99⅘ meters of paper towels in all. How many meters of paper towels were on each roll ?
Problem 5 :
Find the number of quarters in 8.
Problem 6 :
Find the number halves in 7.
Problem 7 :
Find the number of three-fourths in 6.
Problem 8 :
Find the number of one-fifths in 10.
1. Answer :
To find how far she should travel in each descent, we have to divide 100 by 5.
Step 1 :
Take the reciprocal of the divisor 5.
5 ----> reciprocal ----> 1/5
Step 2 :
Multiply 100 by 1/5.
(100) x (1/5)
Step 3 : Simplify.
(20) x (1/1)
Step 4 : Multiply.
(20) x (1/1) = 20
Hence, she should travel 20 feet in each descent.
2. Answer :
To find how many pizzas needed, we have to divide 25 by 1/4.
Step 1 :
Take the reciprocal of the divisor 1/4.
1/4 ----> reciprocal ----> 4
Step 2 :
Multiply 25 by 4.
(25) x (4) = 100
Hence, the teacher needs 100 pizzas.
3. Answer :
To find the number of bags, we have to divide 3/4 by 3/8.
Step 1 :
Take the reciprocal of the divisor 3/8.
3/8 ----> reciprocal ----> 8/3
Step 2 :
Multiply 3/4 by 8/3.
(3/4) x (8/3)
Step 3 : Simplify.
(1/1) x (2/1)
Step 4 : Multiply.
(1/1) x (2/1) = 2
Hence, Mason fill can fill the trail mix in 2 bags.
4. Answer :
To find no. of meters of paper towels were on each roll, we have to divide 99⅘ by 5.
Step 1 :
Take the reciprocal of the divisor 5.
5 ----> reciprocal ----> 1/5
Step 2 :
Multiply 99 4/5 by 1/5.
(99⅘) x (1/5) = (499/5) x (1/5)
= 499/25
= 19²⁴⁄₂₅
Hence, 19²⁴⁄₂₅ meters of paper towels were on each roll.
5. Answer :
One quarter = 1/4
Number of quarters in 8 :
= 8 ÷ (1/4)
Step 1 :
Take the reciprocal of the second rational number.
1/4 ----> reciprocal ----> 4
Step 2 :
Multiply the first rational number 8 by 4.
8 x 4 = 32
There are 32 quarters in 8.
6. Answer :
One half = 1/2
Number of halves in 7 :
= 7 ÷ (1/2)
Step 1 :
Take the reciprocal of the second rational number.
1/2 ----> reciprocal ----> 2
Step 2 :
Multiply the first rational number 7 by 2.
7 x 2 = 14
There are 14 halves in 7.
7. Answer :
Three-fourth = 3/4
Number of three-fourths in 6 :
= 6 ÷ (3/4)
Step 1 :
Take the reciprocal of the second rational number.
3/4 ----> reciprocal ----> 4/3
Step 2 :
Multiply the first rational number 6 by 4/3.
6 x (4/3)
Step 3 : Simplify
2 x (4/1)
Step 4 : Multiply
2 x (4/1) = 4
There are 4 three fourths in 6.
8. Answer :
One-fifth = 1/5
Number of one-fifths in 10 :
= 10 ÷ (1/5)
Step 1 :
Take the reciprocal of the second rational number.
1/5 ----> reciprocal ----> 5
Step 2 :
Multiply the first rational number 10 by 5.
10 x 5 = 50
There are 50 one-fifths in 10.
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