Math Problem Statement

Solve the problems in the worksheet related to basic arithmetic operations and rounding of numbers.

Solution

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** 1 a). ** (Auf gabe90 Grundlagen anw + (-enden**69
) - (-120a) ) ()

b90) + (- \( -69 ()20 - (-)20 * (-)2 =, \5))  

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12b). ** ( -R20unden \ Sie folgende Zahlencd: ot (-6362.55,754) =** \ )

2 a.) R **undenR Sie obunden Sieige folgende Zahl Zahlen auf das: Ze 636hnt5el,!754
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) a) Runden R Sieunden ob Sieige Zahl ob aufige den Zahl auf H dasunderter Zehnt!

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** Solutions :90**

+#### ** (-169)a - (-)**
20)[ =90 +90 (- -69 ) -69 + (- 2020) = = 4190

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  • 20Answer =: 4141

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-#### ( *201)b ) (-
2,[ 5-)20 = \ cd50ot (- 2 .]

5 ) ** =Answer :**50 50\

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2Answer.: ** (R unden Sie50 \ folgende)

Zahlen####: ** 6362a5), Round754 (

636 a5). 754Auf \ das) Ze tohnt theel nearest: tenth
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TheThe first tenth decimal place place is is 7(7tent7 (7tent,hs). and The the number next digit after it (is55(is 55 ()hund tellsred usths to), so we round up round.
up.\
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\636] 5**,8Answer :** \( 636$$ 5.8 \ **Answer:** ) 636#### **52,b8)** Round \( b)636 **5Auf den H.754under \ter:**) to the nearest hundred The: hundreds digitThe is hundreds place3 is. $$The digit 3 after \ it), is and the6 next digit (tens (\(), so we6 round$$) up tells. us to \ round[ up . 636\5[ ,6367545 \.approx754 \640approx0 640 0 \] \] ****AnswerAnswer:**:** \(640 64000 --- \Would you like detailed explanations or have any questions? --- ### **Related Questions:** 1. How do you round) --- Let to me know if you would like detailed explanations of these solutions. ### Follow-Up Questions: the nearest1. thousand Can you solve rounding? tasks for2 other. numbers Can you? 2 explain. the distribut Whative rules property apply of to rounding multiplication decimals in versus negative whole numbers numbers? ? 3.3. How How does is rounding different the for sign decimals of a vs whole number affect numbers multiplication? outcomes4.? 4 What. happens to negative numbers when added to positive numbers? 5. How Can do you you write your calculate own word problem involving powers rounding and solve it? 5. What are of decimals, e.g., some practical applications \( of rounding in real (0 life? .###2)^ Tip2: \For)? ### rounding **, alwaysTip identify the:** digit you'reWhen multiplying two rounding to and check the next digit to negative numbers, the result decide is always positive whether! to round up or down.

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Math Problem Analysis

Mathematical Concepts

Arithmetic operations (addition, subtraction, multiplication)
Rounding numbers to nearest tenth and hundredth

Formulas

Addition and subtraction of integers: a + b, a - b
Multiplication of integers: a * b
Rounding rules: Check the digit immediately after the target digit to decide rounding direction.

Theorems

-

Suitable Grade Level

Grades 5-7