The quotient after the long division of the number 37 by 158 gives the number 0.234177....
Given a division problem.
Dividend is 37 and the divisor is 158.
We have to divide these to numbers.
Since dividend is less than the divisor, we have to make it greater or equal by adding zeroes to dividend and consequently there will be decimal point and zeroes in quotient.
Adding one zero, dividend becomes 370.
And the first digit of the quotient will be of the form 0., which 0 followed by a decimal point.
370 = (158 × 2) + 54
Next digit of the quotient becomes 2. so the quotient till now becomes 0.2.
Remainder is 54.
Adding a 0,
540 = (158 × 3) + 66
The quotient becomes 0.23.
Remainder is 66.
Adding again 0,
660 = (158 × 4) + 28
Quotient becomes 0.234.
This goes on like this,
When we do it again and again, we will get quotient as 0.234177...
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Answer:
The least value of a = 1
Step-by-step explanation:
As it has two distinct roots. According to roll's theorem there should be a point where f'(x)=0
In a quadratic equation ax² + bx + c = 0 the point of maxima or minima is
x = - b/2a
We can find by differentiating it
2ax - b= 0
x = b/2a
So 0 < b/2a < 1
0 < b/a < 2
0 < b < 2a
a > b/2
then, the least value of b = 2 and the least value of a = 1
Answer:
9530 cg
Step-by-step explanation:
Answer:1/6
Step-by-step explanation:
Answer:
Point A {√3 /2 ,1 /3}
Point B { 1, 1}
could not be the points on the unit circle.
Step-by-step explanation:
Unit circle :
A circle having a radius of one unit is called the unit circle.
Standard equation of circle given by
x² + y² = r²
r = radius of
∴ x² + y² = 1²
∴ x² + y² = 1
∴
Points are not on the unit circle as on substituting this x and y values
in the above equation we get
Left hand side ≠ Right-hand side
∴
could not be the points on the unit circle.