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What is the Algebriac phrase for 7hb?
7 and anuber times a number
What is the algebraic expression for 7hb?
I have the same question on my homework and cant understand it but i think the answer is... 7 times the sum of 2 numbers or something like that idk.
Write an algebraic phrase for this expression ab plus 2?
ab increased by 2
When you write an algebraic expression for the phrase. The sum of f and 6?
It is simply: f+6
How do you write an algebraic expression for the phrase the product of 15 and c?
To write an algebraic expression for the phrase "the product of 15 and c," you multiply the two quantities together. The expression can be written as ( 15c ). This indicates that you are taking 15 and multiplying it by the variable ( c ).
What is the Algebriac phrase for 7hb?
7 and anuber times a number
What is the algebraic expression for 7hb?
I have the same question on my homework and cant understand it but i think the answer is... 7 times the sum of 2 numbers or something like that idk.
Write an algebraic phrase for this expression ab plus 2?
ab increased by 2
When you write an algebraic expression for the phrase. The sum of f and 6?
It is simply: f+6
Write an algebraic expression for each phrase 4 more than p?
p+4.
How do you write the algebraic expression for the word phrase twice a number n plus 3?
2x+3
7 minus the product of 2 and x write in algebraic expressionfor each word phrase?
7-2x
How do you write y divide by 5 plus 8 in a word phrase?
y/5+8 is an algebraic expression
How do you write as a word phrase for each algebraic expressions y over 5 minus 10?
What does the algebraic expression x - 3 / 2 say in words
Write a word phrase that describes the algebraic expression k 3 - 7?
It is suppose to be k/3 minus 7
Which phrase describes the algebraic expression x-21.5?
They are two terms of an algebraic expression.
How do you write the algebraic expression of 2 less than a number?
To write the algebraic expression for "2 less than a number," first define the number as a variable, commonly ( x ). The phrase "2 less than" indicates subtraction, so the expression would be ( x - 2 ). Therefore, the algebraic expression is ( x - 2 ).
