Unit 6 Lesson 2: Exercise 1
Read each question carefully and solve the problem
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Question 1 of 101. Question
1)Divide £16 in the ratio 3 : 5
Step 1 Add up the ratios _________(a)
Sep 2 Divide the amount by the sum to find 1 part _____(b)
Step 3 Multiply 1 part by each ratio 3 x __ = _______(c)_
5 x __ = ________(d)
Step 4 Check that your answers add to the correct amount.
-
(a) =
(b) = £
(c) = £
(d) = £
CorrectIncorrect -
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Question 2 of 102. Question
2) Divide £5 in the ratio 5 : 4
Step 1 Add up the ratios _________(a)
Sep 2 Divide the amount by the sum to find 1 part _____(b)
Step 3 Multiply 1 part by each ratio 5 x __ = _______(c)_
4 x __ = ________(d)
Step 4 Check that your answers add to the correct amount.
-
(a) =
(b) = £
(c) = £
(d) = £
CorrectIncorrect -
-
Question 3 of 103. Question
3) Divide £120 in the ratio 3 : 7
Step 1 Add up the ratios _________(a)
Sep 2 Divide the amount by the sum to find 1 part _____(b)
Step 3 Multiply 1 part by each ratio 3 x __ = _______(c)_
7 x __ = ________(d)
Step 4 Check that your answers add to the correct amount.
-
(a) =
(b) = £
(c) = £
(d) = £
CorrectIncorrect -
-
Question 4 of 104. Question
4) Divide £40 in the ratio 5 : 3
Step 1 Add up the ratios _________(a)
Sep 2 Divide the amount by the sum to find 1 part _____(b)
Step 3 Multiply 1 part by each ratio 5 x __ = _______(c)_
3 x __ = ________(d)
Step 4 Check that your answers add to the correct amount.
-
(a) =
(b) = £
(c) = £
(d) = £
CorrectIncorrect -
-
Question 5 of 105. Question
5) Divide £21 in the ratio 5 : 2
Step 1 Add up the ratios _________(a)
Sep 2 Divide the amount by the sum to find 1 part _____(b)
Step 3 Multiply 1 part by each ratio 5 x __ = _______(c)_
2 x __ = ________(d)
Step 4 Check that your answers add to the correct amount.
-
(a) =
(b) = £
(c) = £
(d) = £
CorrectIncorrect -
-
Question 6 of 106. Question
6) Divide £150 in the ratio 2 : 1
Step 1 Add up the ratios _________(a)
Sep 2 Divide the amount by the sum to find 1 part _____(b)
Step 3 Multiply 1 part by each ratio 2 x __ = _______(c)_
1 x __ = ________(d)
Step 4 Check that your answers add to the correct amount.
-
(a) =
(b) = £
(c) = £
(d) = £
CorrectIncorrect -
-
Question 7 of 107. Question
7) Divide 36 days in the ratio 3 : 5
Step 1 Add up the ratios _________(a)
Sep 2 Divide the number of days by the sum to find 1 part _____(b)
Step 3 Multiply 1 part by each ratio 3 x __ = _______(c)_
5 x __ = ________(d)
Step 4 Check that your answers add to the correct amount.
-
(a) =
(b) = days
(c) = days
(d) = days
CorrectIncorrect -
-
Question 8 of 108. Question
8) Divide £45 in the ratio 5 : 4
Step 1 Add up the ratios _________(a)
Sep 2 Divide the amount by the sum to find 1 part _____(b)
Step 3 Multiply 1 part by each ratio 5 x __ = _______(c)_
4 x __ = ________(d)
Step 4 Check that your answers add to the correct amount.
-
(a) =
(b) = £
(c) = £
(d) = £
CorrectIncorrect -
-
Question 9 of 109. Question
9) Divide £5 in the ratio 5 : 4
Step 1 Add up the ratios _________(a)
Sep 2 Divide the amount by the sum to find 1 part _____(b)
Step 3 Multiply 1 part by each ratio 5 x __ = _______(c)_
4 x __ = ________(d)
Step 4 Check that your answers add to the correct amount.
-
(a) =
(b) = £
(c) = £
(d) = £
CorrectIncorrect -
-
Question 10 of 1010. Question
10) The ratio between two quantities is 3: 4. If the first is $810, find the second.
-
= $
CorrectIncorrect -