0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

If
516[115+{234÷512÷χ(5623)}]=261120
then the value of x is
  1. 411
  2. 313
  3. 311
  4. 413

A
311
B
411
C
413
D
313
Solution
Verified by Toppr

The correct option is A 413
Given
316[65+{114×211×1x(5623)}]=301120
316[65+{12x16}]=301120
31665+16301120=195120
x=1202×195=413

Was this answer helpful?
8
Similar Questions
Q1
If
516[115+{234÷512÷χ(5623)}]=261120
then the value of x is
View Solution
Q2
Find x, if 516[115+{234÷512÷x(5623)}]=261120
View Solution
Q3
Classify the following expressions as monomials, binomials or trinomials.

(1) x2 − 2x + 3
(2) 8y
(3) 2a3 − 5
(4) 3 − 11b
(5) 17m4
(6) 6n2 − n + 5
(7) 35 + x3 − 7x
(8) 51
(9) 13 − 8y3
(10) 1 − 4p2 + 12p
View Solution
Q4
Find (311×56)(912×43)+(513×615)
View Solution
Q5
Solve 713÷23 of 215+138÷234112
View Solution