Natural Numbers

Problem 2001

Encuentra los múltiplos de 33 en el intervalo de 290 a 600.

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Problem 2002

Escribe los primeros 10 múltiplos de 21: 21,42,63,84,105,126,147,168,189,21021, 42, 63, 84, 105, 126, 147, 168, 189, 210.

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Problem 2003

Calculate the following without a calculator, showing all work:
1.1.1 (692736398)+(1701÷63)(69273-6398)+(1701 \div 63) 1.1.2 256+273\sqrt{256}+\sqrt[3]{27} 1.1.3 223315+1142 \frac{2}{3}-3 \frac{1}{5}+1 \frac{1}{4}

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Problem 2004

David bought 3 presents for \$25, \$22, and \$18. What is the total amount he spent?

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Problem 2005

Calculate the product of 2 and 3: 2×3=2 \times 3 =

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Problem 2006

What is the sum of 5 and 5? Calculate 5+55 + 5.

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Problem 2007

Calculate the product of 20 and 7: 20720 * 7

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Problem 2008

Calcule: 2952 \cdot 9 \cdot 5

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Problem 2009

Calculate 2952 \cdot 9 \cdot 5 and find the result.

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Problem 2010

What does the digit 8 represent in 54,823? A. 8 B. 8,000 C. 800 D. 80

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Problem 2011

Calculate the sum of 5 and 5: 5+55 + 5.

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Problem 2012

Calculate the total seconds in 9 hours. Use the formula: 9 hours×3600 seconds/hour9 \text{ hours} \times 3600 \text{ seconds/hour}.

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Problem 2013

Write the numbers 92,37892,378 and 428,737428,737 in words.

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Problem 2014

Rewrite the second equation with parentheses to show different factor grouping: 4×(2×5)=404 \times(2 \times 5)=40 and 4×2×5=404 \times 2 \times 5=40.

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Problem 2015

Divide 4638 by 4 using long division.

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Problem 2016

What is 10×70010 \times 700?

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Problem 2017

Estimate the product of 289 and 7.

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Problem 2018

What is the value of 83\sqrt[3]{8}?

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Problem 2019

Divide 361 by 5.

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Problem 2020

Divide 128 by 7 using long division.

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Problem 2021

Divide 173 by 6.

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Problem 2022

Determine the underlined digit in the numbers 506,087506,087, 49,25449,254, 814,295814,295, and 736,144736,144.

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Problem 2023

Divide 617 by 3 using long division.

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Problem 2024

How many times is the value of 2 in 2783 vs. 7283? Also, compare the value of 5 in 503,491 to 7 in 26,475.

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Problem 2025

Compare the place values of '2' in 2,783 and 7,283, and '7' in 503,497 and 26,475. Find the value ratios.

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Problem 2026

Find the prime factors of 72 and 18 using the ladder method and multiply the factors on the left side.

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Problem 2027

Convert 1246124_{6} to base ten to find the total number of pens in the box.

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Problem 2028

Simplify: 183=\frac{18}{3}=

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Problem 2029

Write 26,832 as an expanded form using place values.

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Problem 2030

Add the numbers 42 and 29. What is the result?

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Problem 2031

Write 563235 in numerical form.

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Problem 2032

How many total crayons and markers did Elsa put in the bucket if she has 27 crayons and 23 markers? 27+2327 + 23

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Problem 2033

Calculate 15+(166)×115+(16-6) \times 1.

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Problem 2034

Calculate the value of (18+23+22)÷9(18+23+22) \div 9.

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Problem 2035

Calculate the expression: 15+(166)×115 + (16 - 6) \times 1

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Problem 2036

Wenn Anna täglich 20 Seiten liest, braucht sie 7 Tage. Wie lange bei 5 Seiten pro Tag?

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Problem 2037

Divide 142 by 5 using long division.

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Problem 2038

Calculate 6×318 6 \times 3 - 18 after confirming 11×18=495 11 \times 18 = 495 . What is the result?

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Problem 2039

Solve the following addition problems:
1. 40+3=40+3=
2. 40+8=40+8=
3. 40+9=40+9=
4. 40+10=40+10=
5. 41+10=41+10=
6. 45+44=45+44=
7. 44+45=44+45=
8. 30+20=30+20=
9. 34+20=34+20=
10. 34+21=34+21=
11. 34+25=34+25=

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Problem 2040

Calculate the value of 40×63840 \times 638. Select the correct answer: A. 24,520 B. 24,220 C. 2,552 D. 25,520

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Problem 2041

Solve: 4 tens + 6 tens, 8 hundreds + 2 hundreds, 5 thousands + 7 thousands. Write answers in standard form.

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Problem 2042

2 thousands + 12 hundreds = 2000+1200=32002000 + 1200 = 3200

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Problem 2043

Mr. Two gave away half his cookies, then 14 more, and had 8 left. How many did he start with?

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Problem 2044

Beregn potenserne uden lommeregner: a) 232^{3}, b) 323^{2}, c) 242^{4}, d) 131^{3}, e) 333^{3}, f) 212^{1}.

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Problem 2045

Find kvadratroden af tallene med lommeregner: a) 144=\sqrt{144}=, b) 225=\sqrt{225}=, c) 400=\sqrt{400}=, d) 256=\sqrt{256}=, e) 625=\sqrt{625}=, f) 324=\sqrt{324}=.

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Problem 2046

27. Andrew was asked to solve the problem below.
He estimated a difference of 2000 in working out the problem. Explain why Andrew's estimate may not be reasonable and clearly show your estimate.

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Problem 2047

3. Mariana saved $80\$ 80 from her babysitting job. She wants to buy some shirts and pants that are on sale at her favorite store for $17\$ 17 each. How many items of clothing can she buy?

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Problem 2048

Remember you can use your estimate to check if your answer is reasonable.
Choose a strategy to divide.
1. 4,649÷44,649 \div 4
2. 2,843÷32,843 \div 3
3. 8,478÷68,478 \div 6
4. 6,399÷96,399 \div 9
5. 379÷2379 \div 2
6. 3,812÷53,812 \div 5
7. 4,793÷54,793 \div 5
8. 5,957÷75,957 \div 7

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Problem 2049

2. Gracie took her dog on a walk from 12:03|p.m. to 1:28|p.m. How long was the walk in seconds? (5.MD.A.1) A. 1,700 seconds B. 5,100 seconds C. 1,860 seconds D. 3,780 seconds

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Problem 2050

Find the value of the expression (75)+n(7 \cdot 5)+n for n=59n=59. \square Submit

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Problem 2051

Find the value of the expression r(214)r \cdot(21-4) for r=3r=3. \square

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Problem 2052

7 \longdiv { 5 0 5 }

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Problem 2053

5 \longdiv { 2 9 8 }

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Problem 2054

7 \longdiv { 6 0 5 }

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Problem 2055

8 \longdiv { 2 5 8 }

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Problem 2056

Remember a bar diagram can help you write an equation. A paint supplier delivered 1,345 cans of paint to 5 different hardware stores. Each store got the same number of paint cans. How many cans of paint were delivered to each store?
1. How can you use pictures, a bar diagram, and an equation to find the number of paint cans delivered to each store?
2. How can you decide if your answer makes sense?

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Problem 2057

6. Directions for cooking the turkey Mrs. Brewster bought said that it should be in a 400F400^{\circ} \mathrm{F} oven for 4 hours and 35 minutes. If Mrs. Brewster wants to serve the turkey at 11:30 a.m., at what time should she put it into the oven?

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Problem 2058

2. Find the LCM of the following numbers. a. 10, 6 and 4 b. 35,105 and 315

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Problem 2059

11. Quantos acontecimentos elementares existem nos bilhetes de lotaria numerados de 0000 a 3999 ?
A 4001 B 4000 C 3999 D 3998

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Problem 2060

4900\sqrt{4900}

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Problem 2061

Question 3: (Santad 6 AMR 6.2) What is the least common multiple (LCM) of 3 and 5? A) 10 B) 9 C) 30 D) 15

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Problem 2062

Come puoi risolvere a mente la moltiplicazione 35×1135 \times 11 ? Completa la spiegazione usando solo le parole e i numeri necessari.
100 - 10 - moltiplicare • sommare - moltiplicatore • moltiplicando
Per calcolare a mente quando moltiplico in numero per 11, devo \qquad juel numero per \qquad e ggiungere al prodotto ottenuto stesso.

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Problem 2063

Come puoi risolvere a mente la moltiplicazione 35×1135 \times 11 ? Completa la spiegazione usando solo le parole e i numeri necessari. 10010100 \cdot 10 - moltiplicare \cdot sommare - moltiplicatore • moltiplicando
Per calcolare a mente quando moltiplico un numero per 11, devo quel numero per aggiungere al prodotto ottenuto il. stesso.

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Problem 2064

Evaluate 164\sqrt[4]{16} a. 12 C. 4 b. 8 d. 2
Please select the best answer from the choices provided A B C D Mark this and retum Save a

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Problem 2065

Find digits \triangle and \square in 49×5=24549 \times \triangle 5 = 245. What is the sum of these digits?

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Problem 2066

Compute the sum of the values: x=2,10,4x=2, 10, 4. What is x\sum x?

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Problem 2067

Find the missing number in the equation: ×8=48\times 8 = 48.

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Problem 2068

The factory dyed 83 meters of orange silk and 14 meters of yellow silk. What is the total length dyed? Answer: 83+1483 + 14 meters.

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Problem 2069

Tony rounded 1,143 and 1,149 to the nearest hundred. Which comparison is correct: 1,100=1,1001,100=1,100, 1,000=1,0001,000=1,000, 1,140<1,1501,140<1,150, or 1,140>1,1501,140>1,150?

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Problem 2070

A factory produces 23,550,000 candies monthly. What is this number in standard form? Options: 23,000,000,55023,000,000,550, 23,55023,550, 23,000,55023,000,550, 23,550,00023,550,000.

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Problem 2071

Gemma had \$2,034 and wrote a check for \$625. How much is left in her account? Options: \$1,409, \$1,419, \$2,419, \$2,659.

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Problem 2072

Subtract the whole numbers: 764576 - 45. What is the result?

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Problem 2073

Blake counted 57 groups of ten cans. How many cans has he counted? Options: 570, 47, 67, 5,700.

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Problem 2074

Which expression does not represent 5+5+5+5+55 + 5 + 5 + 5 + 5 using multiplication? Options:
1. 5÷55 \div 5
2. 5×55 \times 5
3. 5(5)
4. 555 \cdot 5

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Problem 2075

Which option shows the correct product of 22 and 39? 2239=85822 \cdot 39 = 858 22×39=74822 \times 39 = 748 22+39=6122 + 39 = 61 2239=64822 \cdot 39 = 648

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Problem 2076

Estimate the sum of 24,872+651+971+8,49924,872 + 651 + 971 + 8,499 by rounding each number to the nearest hundred.

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Problem 2077

Compare the value of the 6 in the thousands place (60006000) to the 6 in the hundreds place (600600).

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Problem 2078

Martha has 30,544 beads. Write this number in expanded form: (A) 30,000+500+4+430,000+500+4+4 (B) 3,000+500+40+43,000+500+40+4 (C) 30,000+500+40+430,000+500+40+4 (D) 30+1,000+500+4430+1,000+500+44

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Problem 2079

Show 426,207 in different forms: 426,207=426,207= thousands + 2 hundreds + tens + 7 ones, 426,207=426,207= tens, 426,207=426,207= ones.

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Problem 2080

Compare the value of the 6 in the thousands place to the 6 in the hundreds place. What is the difference?

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Problem 2081

Find the greatest common factor (GCF) of 6 and 12.

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Problem 2082

Complete each equation with a number:
1. 1.83Tˉ=401.8 \cdot 3 \bar{T}=40
2. 2.8+38=40+1.82.8+\underline{38}=40+1.8
3. 21÷4=721 \div \frac{4}{\square}=7
4. 2112=721-\underline{12}=7
5. 212=721 \cdot 2=7

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Problem 2083

Estimate the total tires sold over Saturday (392) and Sunday (312) by rounding to the nearest hundred.

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Problem 2084

Find the hottest temperature recorded in degrees Fahrenheit by calculating 13.46×1013.46 \times 10. Justify your method.

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Problem 2085

What is the standard form of 210,064,050?

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Problem 2086

Calculate 444^4.

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Problem 2087

Divide 4902 by 86.

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Problem 2088

Find the least common multiple (LCM) of 504 and 357.

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Problem 2089

Calculate the product of 5 and 6: 5×65 \times 6.

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Problem 2090

Calculate the sum of the sequence from 34 to 121: 34+35+36++12134 + 35 + 36 + \ldots + 121. What is the total?

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Problem 2091

Find the sums of these sequences without formulas: a. 1+2+3++691+2+3+\ldots+69 b. 1+3+5++16091+3+5+\ldots+1609 c. 5+10+15++5005+10+15+\ldots+500 d. 1000+995+990++51000+995+990+\ldots+5 a. The sum is

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Problem 2092

What is half of 25?

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Problem 2093

What is half of 2525?

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Problem 2094

Find the value of 49=[\sqrt{49} = [ blank ]]. Enter your answer as a number, like this: 42.

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Problem 2095

Match each perfect square (25, 64, 4) with its roots or "not a perfect square" for 42. Roots: ±2\pm 2, ±5\pm 5, ±8\pm 8, ±7\pm 7.

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Problem 2096

Find the value of 9\sqrt{9}.

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Problem 2097

Complete the table: Input 12 gives Output 48. Rule: Multiply by 4. Find Outputs for Inputs 18, 24, and 30.

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Problem 2098

You water roses every 6 days and hydrangeas every 5 days. When will you water both again? Use LCM to find the answer.

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Problem 2099

Multiply a 3-digit number by a 2-digit number and show all steps.

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Problem 2100

How much total money did 135 drivers pay if each paid a \25fee?Calculate:25 fee? Calculate: 135 \times 25$.

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