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● **Follow Take a look at – Worksheets**

**4th Grade Numbers Worksheets**

● **Geometry – Worksheets on Easy Shapes and Circles**

**Closed Curves and Open Curves Worksheet.**

**Worksheet on polygons.**

**Worksheet concerning the house.**

**Line Symmetry Worksheet.**

**Symmetric Shapes Worksheet.**

**Grade 4 Geometry Worksheet**

● **Numbers – Worksheets**

**Numbers worksheet.**

**Quantity Worksheets.**

**Comparability of Numbers Worksheets.**

**Worksheet on Successor and Predecessor.**

**Enhancing Numbers Worksheet.**

**Numbers in Phrases Worksheet.**

**Quantity Writing Worksheet.**

**Giant Numbers Worksheet.**

**Worksheets Exhibiting Numbers on Spike Abacus.**

**Place Worth Worksheet.**

**Worksheet on the Expanded Format of a Quantity.**

**Formation of Numbers Worksheet.**

**Construct Numbers with Numbers Worksheet**

**Rounding Numbers Worksheet.**

**Rounding Numbers Worksheet.**

**Digit Values Worksheet.**

**● ****Roman Numerals – Worksheets**

**Roman Numerals Worksheet**

**4th Grade Roman Numerals**

● **Components and Multiples – Worksheets**

**Worksheet on Flooring.**

**Components Worksheet.**

**Even and Odd Numbers Worksheet.**

● **Fractional Numbers – worksheets**

**Equal Fractions Worksheet.**

**Fractions Worksheet.**

**Evaluating Related Fractions Worksheet.**

**Conversion of Fractions Worksheet.**

**Substitute Fractions Worksheet.**

**Fraction Sorts Worksheet.**

**Decreasing Fractions Worksheet.**

**Addition of Fractions with the Similar Denominator Worksheet.**

**Subtraction of Fractions with the Similar Denominator Worksheet.**

**Addition and Subtraction in Fractions Worksheet.**

**Fractional Numbers Worksheet.**

**4th Grade Fractions Worksheet**

● **4 Fundamental Operations – worksheets**

**Addition Worksheet.**

**Phrase Issues Worksheet on Addition.**

**Grade 4 Assortment Worksheet.**

**Subtraction worksheet.**

**Hash Addition and Subtraction Worksheet.**

**Addition Associated Phrase Issues Worksheet D Sextraction**

**Worksheet with Add or Subtract.**

**Addition and Subtraction Worksheet.**

**Estimating Totals and Variations Worksheet.**

**Multiplication Worksheet.**

**Multiplication of a Quantity by a 2-Digit Quantity Worksheet.**

**Multiplication of a Quantity by a 3-Digit Quantity Worksheet.**

**Worksheet for Estimating Merchandise.**

**Phrase Issues Worksheet on Multiplication.**

**Partition associated worksheet.**

**Chapter Details Worksheet.**

**Estimating Division Worksheet.**

**Divide Numbers Worksheet.**

**Division with Two Digit Numbers Worksheet.**

**Division Phrase Issues Worksheet.**

**Working Paper on the 4 Fundamental Operations.**

**Quantity Techniques Worksheet.**

● **Measurement – Worksheets**

**Size Measurement Worksheet.**

**Circumference of a Form Worksheet.**

**Mass or Weight Measurement Worksheet.**

**Capability Measurement Worksheet.**

**Time Measurement Worksheet.**

**Worksheet on Antemeridian and Postmeridian.**

**Deciphering a Calendar Worksheet.**

**Time Items Worksheet.**

**Telling Time Worksheet.**

● **Knowledge Processing – Worksheets**

**Pictographs Worksheet.**

**Deciphering a Pictograph Worksheet.**** **

**I. Point out whether or not the next statements are true or false:**

(i) Fractions with a denominator of 1 are referred to as unit fractions.

(ii) (frac{6}{12}) = (frac{1}{2})

(iii) (frac{9}{15}) = (frac{11}{17})

(iv) (frac{2}{5}) – (frac{1}{4}) = (frac{1}{1})

(v) (frac{1}{3}) × 0 = 0

(vi) (frac{3}{10}) = 0.03

(vii) (frac{86}{1000}) = 0.86

(viii) 335 rupees 8 cents = 335.8 rupees

(ix) 26 km 190 m = 26,190 km

(x) 1 liter = 100 milliliters

(xi) 1 decameter = 100 hectares

(xii) 10 deciliters = 100 centiliters

(xiii) 1 ton = 10 quintals

(xiv) 3 km 4 hm 5 dm 1 m = 3451 m

(xv) 1629 g = 16.29 kg

**II. Fill within the blanks:**

(i) Fractions with the identical denominator are referred to as ……………………….

(ii) (frac{1}{4}) + (frac{1}{4}) + (frac{1}{4}) + (frac{1}{ 4}) = ………………………….

(iii) (frac{5}{7}) = (frac{35}{……})

(iv) The fraction whose denominator is bigger than its numerator is known as ……………………….

(v) A …………………………. is the sum of an integer and an appropriate fraction.

(vi) (frac{6}{8}) + (frac{3}{5}) = (frac{3}{5}) + …………………… …….

(vii) …………………………. The worth of a fraction is an inverted fraction.

(viii) A …………………………. is a fraction whose denominator is 10 or powers of 10

(ix) 2 and 35 thousandths are written as ………………………….

(x) 28.56 m = …………………………. centimeter

(xi) 21 kg 75 g = …………………………. G

(xii) 1 liter = …………………………. ml

(xiii) Nationwide means ………………………….

(xiv) 752 quinal = …………………………. kilogram

(xv) 7 hl 5 dl = …………………………. I

**III. Cut back fractions to their lowest phrases:**

(i) (frac{72}{216})

(ii) (frac{168}{840})

**IV. Organize the next units of fractions in ascending order.**

(i) (frac{5}{9}), (frac{5}{11}), (frac{5}{17}), (frac{5}{ 12}), (frac{5}{21})

(ii) (frac{2}{15}), (frac{5}{15}), (frac{8}{15}), (frac{2}{ 15}), (frac{7}{15})

**V. Organize the next units of fractions in descending order.**

(i) (frac{8}{16}), (frac{9}{16}), (frac{7}{16}), (frac{11}{ 16}), (frac{16}{16})

(ii) (frac{2}{7}), (frac{2}{6}), (frac{5}{6}), (frac{8}{ 3})

**VI. Add the next fractions:**

(i) (frac{2}{9}) + (frac{4}{9}) + (frac{1}{9}) =

(ii) (frac{7}{13}) + (frac{1}{13}) + (frac{2}{13}) + (frac{3}{ 13}) =

**VII. Take away the next:**

(i) (frac{7}{10}) – (frac{3}{5}) =

(ii) 15(frac{1}{3}) – 6(frac{2}{5}) =

**8. Simplify utilizing prime factorization:**

(i) (frac{28}{49}) × (frac{27}{48}) × (frac{36}{18})

(ii) (frac{16}{18}) × (frac{15}{20}) × (frac{25}{30})

**IX. Multiply the next:**

(i) (frac{3}{5}) × 9

(ii) 35 × (frac{2}{5})

**X. Divide the next:**

(i) (frac{4}{27}) ÷ (frac{2}{3})

(ii) 5(frac{3}{6}) ÷ 2(frac{7}{24})

**11. Convert the next to decimals:**

(i) 29(frac{56}{100})

(ii) (frac{29}{1000})

**12. Add the next:**

(i) 38.3 + 56.28 + 49.5 + 75.25

(ii) 528.234 + 364.641 + 258.070

**13. Take away the next:**

(i) 37.070 – 25.180

(ii) 578,125 – 287,209

**XIV. Do the next workout routines:**

(i) 235 km 528 m + 513 km 743 m + 28 km 050 m

(ii) 78 l 750 ml – 64 l 280 ml

(iii) 78 m 83 cm × 16

(iv) 36,500 kg ÷ 12

**XV. Remedy the next phrase issues:**

(i) A manufacturing facility produces 5340 soaps in 4 days. What number of soaps does the manufacturing facility produce in 10 days?

(ii) Sharon walked (frac{2}{3}) km. Shelly walked (frac{8}{18}) km. Who walked farther? How far did one stroll from the opposite?

(iii) The size and width of an oblong plot are (frac{4}{7}) m and (frac{3}{5}) m. discover the realm.

(iv) A grocery retailer had 3525 kg of 780 g of rice within the morning. Through the day, 1683 kg and 500 g of rice have been bought. How a lot rice is left within the store tonight?

**XVI. Fill within the blanks:**

(i) There are ……………………… in a bissextile year. days.

(ii) A form bounded by straight strains is known as ………………………. determine

(iii) The size of the boundary of a closed form is known as ……………………….

(iv) An angle larger than 90° and fewer than 180° ……………………….

(v) SP – CP = ……………………….

(vi) 12 midnight ………………………. hours inside 24 hours.

(vii) A ………………………. Happens when two rays meet at some extent.

(viii) A triangle has ………………………. corners.

(ix) An angle larger than ………………………. is known as the reflex angle.

(x) quarter-hour …………………. second.

**17. Convert the next to hours and minutes.**

(i) 755 minutes

(ii) 235 minutes

**XVIII. Convert the next to minutes.**

(i) 11 hours 35 minutes

(ii) 15 hours 56 minutes

**19. Convert the next to years and months:**

(i) 92 months

(ii) 85 months

**XX. Add the next:**

34 + 46 + 52 |
hour 23 14 17 |
12 + 18 + 13 |
minute 46 53 26 |
second 37 28 35 |

**XXI. Take away the next:**

17 – 13 |
hour 12 22 |
18 – 15 |
minute 53 38 |
second 28 49 |

**XXII. Remedy the next issues:**

(i) Sam purchased a two-wheeled car for $52,000 and bought it at a lack of $13,528. Discover the sale worth.

(ii) Roma bought his automobile for $275,000 with a revenue of $25,820. Discover the associated fee worth of the automobile.

(iii) A shopkeeper purchased a bag of rice for $1425. It bought for 1725 {dollars}. What’s his achieve?

(iv) The perimeter of a sq. is 256 cm. What’s the size of every aspect?

(v) The size and width of an oblong space are 96 m and 47 m, respectively. Discover the price of fencing the sphere if the fencing prices $12 per meter.

**XXIII. Create an angle of 125°.**

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