60
Q:

# If 47. 2506 = 4*A + 7/B + 2*C + 5/D + 6*E, then the value of 5*A + 3*B + 6*C + D + 3*E is :

 A) 55.6003 B) 53.603 C) 153.6003 D) 213.003

Explanation:

4*A + 7/B + 2*C + 5/D + 6*E =47.2506
=> 4 * A + 7/B + 2 *C + 5/D + 6*E = 40 + 7 + 0.2 + 0.05 + 0.0006
Comparing the terms on both sides, we get :
4*A =40, 7/B = 7, 2*C = 0.2, 5/D = 0.05, 6*E = 0.0006
A = 10,
B = 1,
C = 0.1,
D = 100,
E = 0.0001.
5*A + 3*B + 6*C + D + 3*E =(5*10) + (3*1) + (6*0.1) +100 +(3*0.0001)
=50 + 3 + 0.6 + 100 + 0.003 = 153.6003.

Q:

$3.81.25$, written as a pure decimal, will be

 A) 3.14 B) 3.04 C) 3.06 D) 3.08

Explanation:

0 573
Q:

Convert 0.6 into a fraction:

 A) 23 B) 43 C) 63 D) 26

Explanation:

3 3658
Q:

1/300 written as a recurring decimal is

 A) 0.3 B) 0.03 C) 0.003 D) 0.0003

Explanation:

1 601
Q:

Which of the below fractions when added to 4/3 gives 3?

 A) -1/2 B) 2/3 C) 5/3 D) 11/2

Explanation:

0 996
Q:

Which of the following will yield a recurring decimal?

 A) 21/90 B) 21/60 C) 21/30 D) 21/120

Explanation:

1 855
Q:

$0.0245¯$ written as a vulgar fraction in its simplest form = ?

 A) 9/370 B) 27/1111 C) 27/1100 D) 9/37

Explanation:

3 1257
Q:

Fraction that lies between 2/5 and 4/9 is

 A) 3/7 B) 3/4 C) 4/5 D) 1/2

Explanation:

5 977
Q:

How much does one need to add to 2/3 to obtain 3/2?

 A) 5/6 B) 1.5/6 C) 1/-1 D) 4/9