translate verbal phrase into a mathematical phrase. translate mathematical phrase to verbal phrase
1. translate verbal phrase into a mathematical phrase. translate mathematical phrase to verbal phrase
DIRECTION:
Translate verbal phrase into a mathematical phrase.
1) a number n subtracted from 8
[tex]\sf 8-n[/tex]2) a number x increased by 6
[tex]\sf x+6[/tex]3) five times the number y
[tex]\sf 5y[/tex]4) the sum of five and a thrice of a number x
[tex]\sf 5+3x[/tex]5) 9 divided by a number n
[tex]\sf 9 ÷ n[/tex]Translate mathematical phrase to verbal phrase.
1) 6x - 5
six times a number x minus five2) 2a + 3b
twice a number a added by a thrice a number b3) 5x - 9y
the product of nine and a number y is subtracted from the product of five and a number x4) 4 + 3x
thrice a number x more than four5) 2 (x + 3)
two times the sum of a number x and three2. translate the given verbal phrases to mathematical phrases or mathematical phrases to verb phrases
Answer:
1.n(x+5)
2.d-8
3.2(n)
4.m plus seven / the addition of m plus seven
5.the difference of y and 2
3. A. Translate the following verbal phrases into mathematical expressions.B. translate the following mathematical phrase into verbal phrase
3b-4c+612-m4x-2n+(7×y)8x+2n÷420(x+y)10r+15(y÷5)+30
B.
four added to three times a number xthree multiplied to a number x minus fourtwo times a number a added to three times a number bthree subtracted by a number x over sevennine times a number x added to onesix times a number x minus fivefive multiplied to a number y equal to twenty fivetwo multiplied by the sum of a number n and three is subtracted by fivefive added to a number x over threeone is subtracted by three times a number AHope It Helps:)
4. translate mathematical phrase into verbal phrase
Answer:
i did not know the answer.
5. translation of verbal phrases to mathematical phrases
Step-by-step explanation:
Step 1: Assign a variable to the unknown quantity. Let the unknown number = z Step 2: Find two verbal expressions for the same value. *use fractions when converting the word “quotient” into a mathematical equation Step 4: Solve the equation. The number is 30.
6. convert the verbal phrase into mathematical phrase
Answer:
1. w+20
2.2L +2W=20
3.LW=20
4.x+10
5.t-10
6.x+20
7.3x+2
8.10/x
9.1/2x
10.2(L+W)
Step-by-step explanation:
Fighting
7. translate the verbal phrases into mathematical phrases.
Answer:
11.b-6
12.8b
13.7-b²
14.
15.(b-e)²
ask ka nalang sa iba kkkkkkkkk
8. Translate mathematical phrase into verbal phrase
Answer:
sorry need ko lang points
9. Translate mathematical phrase into verbal phrase .
Answer:
1. four plus three x
2. six x minus five
3. fifteen plus x over five
4. two a plus three b
5. four x minus 6
10. Translate each mathematical phrase into a verbal phrase
Answer:
1. 3p + 5 ⇒ three times a number p increased by 5
2. 3 + 2n ⇒ three increased by twice a number n
Step-by-step explanation:
11. ex. of mathematical phrases and verbal phrases
A number added to x.
Four less than eight times n
X times the sum of 2 and b
12. translate verbal phrase to mathematical phrase
Answer:
Malabo po saakin?
Step-by-step explanation:
?? Malabo
13. a.What is the difference between mathematical phrase and verbal phrase?English sentence and mathematics sentence? b.How are verbal phrases/sentences translated to mathematical phrases/sentences and vice versa?
Answer:
mathematics is a math object and verbal is an verb or sentence
Step-by-step explanation:
i hope it's help
14. translate mathematical phrase into verbal phrase
Answer:
1. The sum of four and thrice a number
2. Five subtracted from six times a number
3. Fifteen more than the quotient of a number and five
4. The sum of twice of a and thrice of b
5. Six subtracted from a number multiplied by four
Step-by-step explanation:
aaa
15. Translate the Verbal phrases into Mathematical phrase
Answer:
7+a
(x)(y)
3m-7
Step-by-step explanation:
diko knows iba wyt
16. there are verbal phrases below look for the mathematical phrase in the figure that correspond to the verbal phrase
Answer:
i dont know
Step-by-step explanation:
hinde ko alam sorry
Answer:
Just view the picture and you can get the answers.
17. translate verbal phrase to mathematical phrase
Step-by-step explanation:
q > 19
p x 5
3y x 2
8 - b = 7
10 + x 5 ÷ r
d q sure no.5
Answer:
1. 19 + q
Explanation:
more than means addition
so; 19 + q
2. (5+p)
Explanation
when we see the "product of" or "the sum of" we will add some parenthesis on it.
so;( 5+p )
3. 2x ÷ 3 y
Explanation
twice means 2 and trice means 3
so; 2x ÷ 3y
4. 7(8+b)
Explanation
the product of 8 and b
so; 7 (8 + b)
5. 10 ( 5÷ r)
Explanation
quotients means divide
so; 10 (5÷r)
pa brainliest po
thank you
18. verbal phrases to mathematical phrases
Answer:
Let be the number is X,
1. x + 3
2. 4x - 1
3. 4x - 1
4. 2 - x
5. x + 4
6. 3 - x
7. 3 > x
8. 3 - 2x
9. x + 4
10. 4 + x
11. 2 - x
12. 4x + 3
13. 3 + x
14. 4x - 1
HOPE IT HELPS
#CarryOnLearning
19. meaning of verbal phrases and mathematical phrases
Answer:
A mathematical phrase is a set of words or a combination of words and numbers that can be written as a mathematical expression. An expression is a mathematical phrase that combines numbers and/or variables using mathematical operations. Expressions represent a value.
20. Translate mathematical phrase into verbal phrase
Answers:1. The sum of 15 and the quotient of x and 5.2. Twice a number increased by thrice a number.3. 6 less than 4 times a number.
21. Translate the mathematical phrase to verbal phrase × + 12
Answer:
A number(i'm not sure) add/plus twelve
Explanation:
:)
22. mathematical phrase to verbal phrase
Answer:
1. #blur
2. x=-16
3. -2(a-b)
4. (x+6)
5.x-3=0
Step-by-step explanation:
that's it my brain is hurting me
23. Translate mathematical phrase into verbal phrase
1.) 15 added to the ratio of a number x and 5.
2.) The sum of twice the number a and thrice the number b.
3.) A number x multiplied to 4 diminished by 6.
24. C.Translate the following mathematical phrase into verbal phrase.
Translating Mathematical Phrase into Verbal PhraseTrice a number, x, more than four.Trice a number, x, minus four.Twice a number, a, plus trice a number, b.The difference of a number, x, and three divided by seven.Nine times a number, x, added by one.The product of six and a number, x, subtracted by five.The product of five and a number, y, is equal to twenty-five.Twice the sum of a number, n, and three minus five.Five plus the quotient of a number, x, and three.One is subtracted from trice a number, a.
25. translate mathematical phrase into verbal phrase
Answer:
>Can verbal phrases can be translated into a mathematical expression? >Many words and phrases suggest mathematical operations . The following common words and phrases indicate addition, subtraction, multiplication, and division. Verbal phrases can be translated into variable expressions.Step-by-step explanation:
26. translate mathematical phrase into verbal phrase
Answer:
verb
Step-by-step explanation:
verb verb verb verb verb
27. translate mathematical phrase into verbal phrase
Answer:
Many problems can be solved using mathematical methods. In order to do this, you must be able to translate words into mathematical expressions. More often than not, the words can be expressed as a variable expression which can be evaluated to solve a problem.
You know the symbols
+,−,×,÷
, represent the four most commonly used mathematical operations. The operation of multiplication can be represented by the symbol
(×)
or by
#( )
or
( )( )
. Division can be represented by the symbol
(÷)
or
##
.
In addition to the words add, subtract, multiply and divide, there is a variety of other words that also correspond to these mathematical operations.
Let’s start by creating a list of words that could translate into each of the mathematical operations.
28. mathematical phrase to verbal phrase of 3a/5
Answer:
three a over five
Step-by-step explanation:
29. Verbal phrasesII. Translate each Mathematical phrase to Verbal phrase.Mathematical phrases (Symbols)3. 5 + 3x4. X+4.
Answer:
3.) The sum of five and three times a number
4.) The sum of a number and four
30. A.translate the following verbal phrases/sentences into mathematical phrases/sentences.B.translate the following mathematical phrases/sentences into verbal phrases/sentences.
Answer:
A.
c+1/315÷a=d5(b+10)x-15=2216-m^3=11 (exponent^)B.
a variable five a decrease by threetwo times the sum of seven and dten times z cubea number nine is equal to the sum of x and foura varible six y minus by one is equal to eight#CARRYONLEARNING
