Rose Harrison and Clara Huizink Solutions for Exercise 17: Mixed practice

Author:Rose Harrison & Clara Huizink

Rose Harrison Mathematics Solutions for Exercise - Rose Harrison and Clara Huizink Solutions for Exercise 17: Mixed practice

Attempt the practice questions from Exercise 17: Mixed practice with hints and solutions to strengthen your understanding. MYP Mathematics A concept based approach 4&5 Standard solutions are prepared by Experienced Embibe Experts.

Questions from Rose Harrison and Clara Huizink Solutions for Exercise 17: Mixed practice with Hints & Solutions

MEDIUM
MYP:4-5
IMPORTANT

Angles x and 34x are complementary. Find x. (Correct up to one decimal place)

HARD
MYP:4-5
IMPORTANT

The denominator of a fraction is 1 less than twice the numerator. When 7 is added to both the numerator and denominator, the resulting fraction is equivalent to710. Find the original fraction.

HARD
MYP:4-5
IMPORTANT

x milligrams of a metal containing 45% nickel must be combined with 6 milligrams of pure nickel to form an alloy containing 78% nickel. Find the value of x.

MEDIUM
MYP:4-5
IMPORTANT

Chloe can type a story in 6 hours. If Molly helps her, they finish typing the story in 4 hours. Find how long it would take Molly to type the story on her own.

MEDIUM
MYP:4-5
IMPORTANT

Mary takes 8 days to do a full check of the library's online catalog. Her assistant takes 12 days. If they work together, determine the fraction of the catalog that is checked after 4 days.

MEDIUM
MYP:4-5
IMPORTANT

The number of hamsters in a pet store doubles each month. Today, there are 20 hamsters. Supposing that no hamster dies and no hamster gets sold, determine in how many months the store will have 640 hamsters.

MEDIUM
MYP:4-5
IMPORTANT

The number of hamsters in a pet store doubles each month. Today, there are 20 hamsters. If 10 hamsters are sold at the end of each month, after the number of hamsters double, find how many hamsters are left after 5 months.

HARD
MYP:4-5
IMPORTANT

Sacha picked some apples from a tree in her garden. She then gave some to her friends. To her first friend, she gave half the apples she had, plus 2 more. To her second friend, she gave half the apples she had left, plus 2 more. And she did the same thing for her third friend. After giving away all these apples, she had 1 apple left. Find how many apples she originally pick from the tree.