k diminished by 20 plus 5 yields two.
The ratio of the numbers x and y is equal to one.
The product of e and f is equal to ten.
Two times the number s plus three is five
The total of four and p is less than two.
Three times the number f is greater than one.
Translate to Mathematical sentences
Answers
Answer:
i. 20 - 7 = 5
ii. x : y = 1
iii. ef = 10
iv. 2s + 3 = 5
v. 4 + p < 2
vi. 3f > 1
Step-by-step explanation:
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The required mathematical expressions are
1. k - 20 + 5 = 2 2. x/y = 1
3. ef = 10 4. 2s + 3 = 5
5. 4 + p < 2 6. 3f > 1
Given:
1. k diminished by 20 plus 5 yields two.
2. The ratio of the numbers x and y is equal to one.
3. The product of e and f is equal to ten.
4. Two times the number s plus three is five
5. The total of four and p is less than two.
6. Three times the number f is greater than one.
To find:
Translate the sentence into Mathematical sentences
Solution:
1. k diminished by 20 plus 5 yields two
This implies 20 is subtracted from k and added 5 which results in 2
=> k - 20 + 5 = 2
2. The ratio of the numbers x and y is equal to one.
=> x: y = 1 : 1
=> x/y = 1
3. The product of e and f is equal to ten.
=> e × f = 10
=> ef = 10
4. Two times the number s plus three is five
Here 2 times the s = 2s
=> 2s + 3 = 5
5. The total of four and p is less than two.
This implies adding 4 and p is less than 2
=> 4 + p < 2
6. Three times the number f is greater than one.
=> Three times the number f = 3f
=> 3f > 1
Therefore,
The required mathematical expressions are
1. k - 20 + 5 = 2 2. x/y = 1
3. ef = 10 4. 2s + 3 = 5
5. 4 + p < 2 6. 3f > 1
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