Hello betzy166817!
The correct answer is: 250 miles per inch.
You can multiply the number of inches on the map by 250 to find the number of miles.
#LearnWithBrainly
The acceleration of the particle at time t = 0 seconds is:
4 feet per square second.
i.e. 4 ft/s²
We are given a position function in terms of the time t as:
Now, we are asked to find the acceeleration of the particle at time t = 0 seconds.
We know that the acceleration of a particle is given by:
where v is the velocity of the particle which is calculated by:
Hence, we get:
i.e. the acceleration of the particle is the double derivative of the position.
and
i.e.
3 tons, 6,000 lb.
108 oz., 8 lb.
10,000 lb., 5 tons
-sometimes rational
-never rational
The product of a and b is ?
- always rational
- sometimes rational
- never rational
the square root of ab is?
- always rational
- sometimes rational
- never rational
The difference between a and b is always rational.
The product of a and b is always rational.
The square root of a and b is sometimes rational, sometimes irrational.
It is given that,
a and b are two rational numbers.
A number that can be written in the form p/q where q is non-zero is called a rational number, where p and q are integers.
(i) Difference of a and b
Difference between two rational numbers a and b is also a rational number.
let us take an example
Suppose a = 1/2
b = 1/5
a - b = 1/2 - 1/5 = 3/10 (also a rational number)
(ii) Product of a and b
Product of two rational numbers a and b is also a rational number.
Suppose a = 1/2
b=1/5
ab = 1/2 * 1/5 = 1/10 (also a rational number)
(iii) Square root of ab
The square root of ab can be sometimes rational, sometimes irrational.
let us take two example
1) suppose a = 1/9
b = 1/4
ab = 1/36
√ab = 1/6 (also a rational number)
2)suppose a = 1/5
b = 1/2
ab = 1/10
ab = 1/√10 ( an irrational number)
Therefore, The difference between a and b is always rational.
The product of a and b is always rational.
The square root of a and b is sometimes rational, sometimes irrational.
To get more about rational numbers visit:
Y-3x=5
What can you conclude about the system of equations?
The system if equations is inconsistent.
The system of equations is dependent.
The system of equations is independent.
None of these.