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Answer :
Let's address each of the calculations one-by-one:
Quick Recall Calculations:
$40 \times 30 = 1200$
$400 \times 10 = 4000$
$5000 \times 4 = 20000$
$70 \times 60 = 4200$
$11 \times 400 = 4400$
$200 \times 70 = 14000$
$20 \times 30 = 600$
$80 \times 500 = 40000$
$80 \times 10 = 800$
$40 \times 200 = 8000$
$80 \times 110 = 8800$
$800 \times 70 = 56000$
$70 \times 80 = 5600$
$700 \times 120 = 84000$
$2000 \times 7 = 14000$
$400 \times 80 = 32000$
$80 \times 900 = 72000$
$50 \times 700 = 35000$
$900 \times 120 = 108000$
$500 \times 40 = 20000$
$400 \times 40 = 16000$
$70 \times 700 = 49000$
Expressions:
- For [tex]b \times b \times a[/tex], given the values [tex]b = 300[/tex] and [tex]a = 500[/tex], the expression calculates to [tex](300) \times (300) \times (500)[/tex] which is $45000000$.
Value of [tex]X[/tex] in equation 1 (multiple-choice problem):
Option a:
[tex]6000 - 3000 - X = 0[/tex]
Solving for [tex]X[/tex] gives:
[tex]6000 - 3000 = X[/tex]
[tex]X = 3000[/tex]Therefore, the correct answer is Option a which implies [tex]X = 3000[/tex].
Additional Calculations:
$100000 + 100000 = 200000$
$50 - 50 = 0$
[tex](90 - 90) \times (100 + 1000) = 0 \times 1100 = 0[/tex]
$10 + 40 \times 3$
First calculate $40 \times 3 = 120[tex], then adding 10 gives $10 + 120 = 130[/tex].
$10 + 1 + (14 + 5)$
First calculate $14 + 5 = 19[tex], then $10 + 1 + 19 = 30[/tex].
These responses cover all the calculations, providing a step-by-step breakdown for easy understanding.
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