4. Write 4 like fractions with the denominator 16.
5. Select the (i) proper (ii) improper and (iii) mixed fractions from the following given fractions:
2/3, 1/9, 9/2, 2 ½, 3/11, 11/5, 2/7, 2 2/5, 18/7, 9/9, 4 1/5, 21/5
6. (i) Convert the fractions 3/10 and 4/5 into like fractions.
(ii) Change the fraction 5/12 as the fraction having 36 as denominator.
(iii) Change 75/100 into its simplest fraction.
7.Convert the following into fractions having a common denominator:
(ii) 8/5, 3/10, 9/25, 7/20
8.(i) Convert 3 ¾, 5 2/3, 6 5/6, 4 1/2 into improper fractions.
(ii) Convert 43/5, 59/8, 73/9, 41/4, 47/5 into mixed fractions.
(iii) Write the fractions 3 1/4, 72/7, 12 7/9, 15 5/6 as the sum of a whole and a proper fraction.
9.Write the following in ascending order:
(i) 3/4, 5/12, 7/16, 5/6
10.Add the following fractions:
Students usually find 4th grade math to be a little more challenging than the previous years. While the foundation remains the same, students will expand the boundaries of what they have learned in the 4th grade. As the math gets a bit more complex, 4th graders will be expected to work harder to keep up. This means more practice and more homework. The internet can give you plenty of options to get the extra practice you need, easily and quickly. 4th grade math problems online are convenient to use and ready any time you need them. The websites are designed to make learning math a fun and interesting experience rather than presenting the subject in a dreary light. The interactive tools and fun graphics will keep students engrossed in the learning process while learning all about fractions, decimals, graphs and geometry.
Math Problems For 4th Grade
Math problems for 4th grade cover a variety of topics and have word problems as well. Online math helpers have great tips on how to zero in on the information you need and which terms and phrases to watch out for in math 4th grade word problems. With practice problems and solved examples to learn from, 4th grade math problems are bound to get easier with time. 4th grade math problems and answers can be found online for any problem the student needs solved. Working with an online tutor is a great idea for students who find it difficult to keep up in class. Working with an online tutor is like having a one student virtual classroom. The individual attention gives you the time and opportunity to voice your doubts and get them cleared immediately.
Question 1: 67738 boxes are carried in one van and 76,542 boxes in another. How many boxes are carried together in both the vans ?
Boxes carried in one van = 67,738
Boxes carried in another van = 76,542
Number of boxes carried together = 67,738 + 76,542
Question 2: A ticket to the movies is 5.45 dollars. The cashier sold 335 tickets. How much money did he collect ?
Cost of one ticket = 5.45
Number of tickets sold = 335
Total amount he collected = 335 * 5.45
=> Cashier collected 1825.75 dollars.
Question 3: Last year 34,267 vans were made in a toy factory. Of these, 1,454 were defective. How many toy vehicles were not defective?
Number of toys made by toy factory = 34,267
Defective pieces = 1,454
Number of toy vehicles were not defective = 34,267 - 1,454
Question 4: There are 1034 apple baskets. 345 are filled with apples. How many baskets are left to fill ?
Total number of baskets = 1034
Baskets filled with apples = 345
Number of baskets left to fill = 1034 - 345
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4th Grade Division Lessons7th grade Math: Wrapping up Variables and Patterns
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2nd grade – 4th grade / 7 yrs. – 9 yrs.Recent Posts Categories
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1.1-1.3, 2.1, 2.3: heat equation: physical derivation, boundary conditions, dimensionless form; separation of variables
no class (labor day)
2.2, 2.3: separation of variables; linearity, homogeneity, principle of superposition; full solution of the heat equation
2.3, 2.4: example problem, finite-sum approximation
2.5, 3.1-3.3: uniqueness of solution for heat equation; review of Fourier series
3.2-3.5: more on Fourier series; uniform convergence, differentiation and integration of infinite series
x.x, 1.4: more on uniform convergence: M-test, ratio test, application to heat equation, steady state
1.2, 2.4, 5.1, 5.2, 8.1, 8.2: variations on the basic heat problem: Dirichlet and Neumann boundary conditions, volume sources