The quotient of 31 and the product of a number - 8
Answers
Answer:
The quotient of 31 and the product of a number - 8 = Z ≥ 25/8
Step-by-step explanation:
From the above question,
They have given :
The quotient of 31 and the product of a number - 8
Quotient is the final answer that we get when we divide a number. Division is a method of distributing objects equally in groups and it is denoted by a mathematical symbol (÷).
For example, there are 15 balls that need to be divided equally into 3 groups.
So, when we divide these balls into 3 equal groups, the division statement can be expressed as, 15 ÷ 3 = 5. Here, 5 is the quotient. This means that in each group there will be 5 balls.
Quotient, in mathematics, can be defined as the result of the division of a number by any divisor.
It is the number of times the divisor is contained in the dividend.
The following figure shows the statement of division which marks the divisor, the dividend and the quotient.
The divisor 2 is contained 6 times in the dividend 12. The quotient is larger or smaller than the divisor but it is always smaller than the dividend.
et Z be the unknown number.
Given that, Z × 8 is at least 25
8Z can be greater than or equal to 25.
According to the definition of inequalities:
8Z ≥ 25
= Z ≥ 25/8
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This can be represented by x= -8/31
Given:
Quotient - 31
Product - 8
To find:
x
Solution:
If we formulate an equation based on the conditions stated, we get:
31 x = -8
From the equation above we can find x:
x = -8/31.
Upon solving for x, we obtain x = -8/31.
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