7.3B Operations and Rational Numbers

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Key terms and kid-friendly definitions

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Christian Venegas Olvera

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7.3B Operations and Rational Numbers


Froggy Jumps 7.3B Operations and Rational NumbersVersión en línea Key terms and kid-friendly definitions por Christian Venegas Olvera 1 What is a variable in algebra? a A symbol that stands for a number that can change b A fixed number with a value that never changes c A number written as a word 2 What is a constant? a A symbol that can stand for any number b An operation like plus or minus c A fixed number that does not change 3 What is a coefficient? a A constant term b A number multiplying a variable c The result of a subtraction 4 What is a term in an expression? a Only a constant b Only a variable c A number, a variable, or a product of numbers and variables 5 What are like terms? a Terms that have the same variable to the same power b Terms with different coefficients c Terms with different variables 6 What is the distributive property? a a(b + c) = ab + ac b a + b = b + a c (a)(b + c) = a + b + c 7 What is an equation? a A statement that two expressions are equal b A statement that two numbers are unrelated c A statement of inequality 8 What is an inequality? a A decimal compared to a fraction b A relation showing one side is greater or less than the other c A statement of equality only 9 What is a solution to an equation? a The result of simplifying the left side only b A value that makes the equation true c The variable used in the equation 10 What does PEMDAS stand for? a A property about multiplications b Order of operations: Parentheses, Exponents, Multiply/Divide, Add/Subtract c A method for solving equations only with numbers 11 A plane travels 4.19 miles per min how long would the plane travel in 25 min. a 2095 b 104.75 c 104.50 12 Joseph has a bank account with 450$ he withdraws 25$ daily how much does he have after 15 days a 390 b 430 c 60 13 Eric gets 5 cards every month until he has 27 he stated with 12. What is the value of x? a 3 b 15 c 5 14 If Mr James bought 6 packets of pencils with each box having 24 pencils. If she uses 73 pencils, how many are left? a 71 b 144 c 81 15 What is the Value of X if 6x+=60? a 10 b 5 c 6 16 What is the value of X if 3x + 6 < 24. a x > 6 b x < 6 c x >3 17 dol dol wants to buy a loptop to do his homework at school. The loptop has a cost of 485.30 at best buy. he has 186.80 saved from his work how . how much does he have to save each month if want to buy the laptop in three month a 99.50 b 92.30 c 87.50 18 Add 3/4 and 5/6. a 23/12 b 17/12 c 19/12 19 Subtract 1/4 from 2/3. a 7/12 b 5/12 c 1/6 20 Multiply 7/8 by 4/5. a 14/40 b 7/10 c 28/40 21 Divide 3/4 by 2/3. a 3/8 b 27/8 c 9/8 22 Add 5 1/2 and 2 3/4. a 29/4 b 33/4 c 15/4 23 Subtract 6/7 minus 2/14. a 5/14 b 4/7 c 5/7 24 Multiply -3/5 by 15/2. a -45/10 b -3/10 c -9/2 25 Divide 4/3 by 2/3. a 4/9 b 1/2 c 2 26 Add 1/3 and 1/6. a 1/2 b 1/3 c 2/3 27 Compute -2/3 + 5/9. a -7/9 b -1/9 c 1/9

7.3B Operations and Rational Numbers

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7.3B Operations and Rational NumbersVersión en línea

por Christian Venegas Olvera

What is a variable in algebra?

What is a constant?

What is a coefficient?

What is a term in an expression?

What are like terms?

What is the distributive property?

What is an equation?

What is an inequality?

What is a solution to an equation?

What does PEMDAS stand for?

A plane travels 4.19 miles per min how long would the plane travel in 25 min.

Joseph has a bank account with 450$ he withdraws 25$ daily how much does he have after 15 days

Eric gets 5 cards every month until he has 27 he stated with 12. What is the value of x?

If Mr James bought 6 packets of pencils with each box having 24 pencils. If she uses 73 pencils, how many are left?

What is the Value of X if 6x+=60?

What is the value of X if 3x + 6 < 24.

dol dol wants to buy a loptop to do his homework at school. The loptop has a cost of 485.30 at best buy. he has 186.80 saved from his work how . how much does he have to save each month if want to buy the laptop in three month

Add 3/4 and 5/6.

Subtract 1/4 from 2/3.

Multiply 7/8 by 4/5.

Divide 3/4 by 2/3.

Add 5 1/2 and 2 3/4.

Subtract 6/7 minus 2/14.

Multiply -3/5 by 15/2.

Divide 4/3 by 2/3.

Add 1/3 and 1/6.

Compute -2/3 + 5/9.