Question

Find the smallest rational value of y that satisfies the inequality 8≤ 7y

Answer 1

Answer:

The smallest rational value of y that satisfies the inequality is 8/7.

Step-by-step explanation:

Rational numbers are real numbers that are represented in the form of p/q and q $\neq$ 0. p is the numerator and q is the denominator. All integers, whole numbers, and natural numbers are rational numbers.

Given:

8≤ 7y

To Find:

The smallest rational value of x.

Solution:

The integer value should satisfy  8≤ 7y

Now, 7y $\geq$ 8

Dividing the equation by 7, we get

y $\geq$ $\frac{8}{7}$

So, y is greater than or equal to the rational number 8/7.

Thus, the smallest rational value of y that satisfies the inequality is 8/7.

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