Prasnya
Prasnya
Prasnya
Continue with Google
Question 60 - Algebra Practice | Prasnya
Q60
00:00
24 Nov 2024
Q60.
All the values of
x
x
x
satisfying the inequality
1
x
+
5
≤
1
2
x
−
3
\dfrac{1}{x+5} \le \dfrac{1}{2x-3}
x
+
5
1
≤
2
x
−
3
1
are
A
−
5
<
x
<
3
2
-5 < x < \dfrac32
−
5
<
x
<
2
3
or
3
2
<
x
≤
8
\dfrac32 < x \le 8
2
3
<
x
≤
8
B
−
5
<
x
<
3
2
-5 < x < \dfrac32
−
5
<
x
<
2
3
or
x
>
3
2
x > \dfrac32
x
>
2
3
C
x
<
−
5
x < -5
x
<
−
5
or
x
>
3
2
x > \dfrac32
x
>
2
3
D
x
<
−
5
x < -5
x
<
−
5
or
3
2
<
x
≤
8
\dfrac32 < x \le 8
2
3
<
x
≤
8
Save
Check
Details
Q60
00:00
24 Nov 2024
Q60.
All the values of
x
x
x
satisfying the inequality
1
x
+
5
≤
1
2
x
−
3
\dfrac{1}{x+5} \le \dfrac{1}{2x-3}
x
+
5
1
≤
2
x
−
3
1
are
A
−
5
<
x
<
3
2
-5 < x < \dfrac32
−
5
<
x
<
2
3
or
3
2
<
x
≤
8
\dfrac32 < x \le 8
2
3
<
x
≤
8
B
−
5
<
x
<
3
2
-5 < x < \dfrac32
−
5
<
x
<
2
3
or
x
>
3
2
x > \dfrac32
x
>
2
3
C
x
<
−
5
x < -5
x
<
−
5
or
x
>
3
2
x > \dfrac32
x
>
2
3
D
x
<
−
5
x < -5
x
<
−
5
or
3
2
<
x
≤
8
\dfrac32 < x \le 8
2
3
<
x
≤
8
Save
Check
Details
