If A implies - - B implies - - C implies - - - D implies - then calculate the value of the expression 10 times of 20- of 18C8A36D9B4-

The correct option is B 288 A → + , B → , C →× , D →÷ #160; 18C8A36D9B4 ⇒ 18 × 8 + 36 ÷ 9 4 #160; ⇒ 18 × 8 + 4 4 ⇒ 144 ...

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Standard VI

Mathematics

Ordering Integers

If A implie...

Question

If $A$ implies $^{'} +^{'}, B$ implies $^{'} -^{'}, C$ implies $^{'} \times^{'}, D$ implies $^{'} \div^{'}$ , then calculate the value of the expression $10$ times of $20 %$ of $(18 C 8 A 36 D 9 B 4)$ .

28.8

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280

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288

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None of the above

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Solution

The correct option is B $288$
$A \to +, B \to -, C \to \times, D \to \div$
$18 C 8 A 36 D 9 B 4$
$\Rightarrow 18 \times 8 + 36 \div 9 - 4$
$\Rightarrow 18 \times 8 + 4 - 4$
$\Rightarrow 144$

$20 %$ of $144 = 28.8$
$10$ times $20 %$ of $144 = 288$
Option C is correct.

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Similar questions

Q. If A implies

^{'} +^{'}, B

implies

^{'} -^{'}, C

implies

^{'} \times^{'}, D

implies

^{'} \div^{'}

, then calculate the value of the expression

10 % (152 D 38 C 32 B 8 A 20)

Consider the following two statements:
(A) Linear momentum of the system remains constant.
(B) Centre of mass of the system remains at rest.
(a) A implies B and B implies A.
(b) A does not imply B and B does not imply A.
(c) A implies B but B does not imply A.
(d) B implies A but A does not imply B.

Q. Consider the following two statements:
(A) Linear momentum of a system of particles is zero.
(B) Kinetic energy of a system of particles is zero.
(a) A implies B and B implies A.
(b) A does not imply B and B does not imply A.
(c) A implies B but B does not imply A.
(d) B implies A but A does not imply B.

Q. If

^{'} p + q^{'}

implies that p is the father of q,

^{'} p \times q^{'}

implies that p is the brother of q, and

^{'} p - q^{'}

implies that p is the mother of q, then for

^{'} C - A + B,^{'}

which of the following is definitely true?

a \times b θ c

implies that

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If A implies ′+′,B implies ′−′,C implies ′×′,D implies ′÷′, then calculate the value of the expression 10 times of 20% of (18C8A36D9B4).

The correct option is B 288A→+,B→−,C→×,D→÷ 18C8A36D9B4⇒18×8+36÷9−4 ⇒18×8+4−4⇒144 20% of 144=28.8 10 times 20% of 144=288 Option C is correct.

If $A$ implies $^{'} +^{'}, B$ implies $^{'} -^{'}, C$ implies $^{'} \times^{'}, D$ implies $^{'} \div^{'}$ , then calculate the value of the expression $10$ times of $20 %$ of $(18 C 8 A 36 D 9 B 4)$ .

The correct option is B $288$
$A \to +, B \to -, C \to \times, D \to \div$
$18 C 8 A 36 D 9 B 4$
$\Rightarrow 18 \times 8 + 36 \div 9 - 4$
$\Rightarrow 18 \times 8 + 4 - 4$
$\Rightarrow 144$

$20 %$ of $144 = 28.8$
$10$ times $20 %$ of $144 = 288$
Option C is correct.