translate each word phrase into number phrase
1. The sum of five and negative eight
2. The product of 2 and 4
3. The square of eight
4. The quotient of twelve and three
5. Thrice fourteen
6. The sum of twice a and 8
7. The sum of square
8. The product of L, W, and H
9. Twice the product of x and y, plus twice the product of y and z, plus twice the product of x and z
10. The difference of 9 and four times x
please
Answers
Answer:
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Step-by-step explanation:
1. 5+(-8) = 5-8 = -3
2. 2*4 = 8
3. 8^2 = 8*8 = 64
4. 12/3 = 4
5. 3*14 = 42
6. 2a+8
7. ig there is some mistake
8. L+W+H
9. 2(xy)+2(yz)+2(xz) = 2(xy+yz+xz)
10. 9 - 4x
The mathematical expressions are
1. 5 +(-8) 6. 2a + 8
2. 2 × 4 8. L × W × H
3. 8 × 8 i.e 8² 9. 2xy + 2yz + 2 xz
4. 12 ÷ 3 10. (9 - 4x)
5. (3 × 14)
Given problem:
Translate each word phrase into a number phrase
Solution:
1. The sum of five and negative eight
Here the sum indicates adding
Hence, The mathematical phrase is 5 +(-8)
2. The product of 2 and 4
Here product indicates multiplication
Hence, The mathematical phrase is 2 × 4
3. The square of eight
Here square implies multiplying twice
Hence, The mathematical phrase is 8 × 8 i.e 8²
4. The quotient of twelve and three
Here finding quotient indicates dividing 12 by 3
Hence, The mathematical phrase is 12 ÷ 3
5. Thrice fourteen
Here Thrice implies 3 times 14
Hence, The mathematical phrase is (3 × 14)
6. The sum of twice a and 8
Here the twice of a is added to 8
Hence, The mathematical phrase is 2a + 8
7. The sum of square
[ Not given complete sentence ]
8. The product of L, W, and H
Here the product indicates multiplication
Hence, The mathematical phrase is L × W × H
9. Twice the product of x and y, plus twice the product of y and z, plus twice the product of x and z
Here Twice the product of x and y = 2xy
Twice the product of y and z, = 2yz
Twice the product of x and z, = 2xz
Hence, The mathematical phrase is 2xy + 2yz + 2 xz
10. The difference between 9 and four times x
Here the 4 times of x = 4x
Hence,
The mathematical phrase is (9 - 4x)
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