Study the following statements. Statement 1: The value of the product $$(4{{a}^{2}}+3b)(4{{a}^{2}}+3b)$$ at $$a=1$$ and $$b=2$$ is 100. Statement II: Value of $$\frac{{{(997+496)}^{2}}-{{(997-496)}^{2}}}{997\times 496}$$ is 2.

Question

TuteeHUB · Accepted Answer

Statement - I is false but Statement- II is true

TuteeHUB · Answer

Both Statement - I and Statement - II are true.

TuteeHUB · Answer

Statement - I is true but Statement - II is false

TuteeHUB · Answer

Both Statement - I and Statement - II are false.

1.	Study the following statements. Statement 1: The value of the product \[(4{{a}^{2}}+3b)(4{{a}^{2}}+3b)\] at \[a=1\] and \[b=2\] is 100. Statement II: Value of \[\frac{{{(997+496)}^{2}}-{{(997-496)}^{2}}}{997\times 496}\] is 2.
A.	Both Statement - I and Statement - II are true.
B.	Statement - I is true but Statement - II is false
C.	Statement - I is false but Statement- II is true
D.	Both Statement - I and Statement - II are false.
Answer» C. Statement - I is false but Statement- II is true

Study the following statements. Statement 1: The value of the product \[(4{{a}^{2}}+3b)(4{{a}^{2}}+3b)\] at \[a=1\] and \[b=2\] is 100. Statement II: Value of \[\frac{{{(997+496)}^{2}}-{{(997-496)}^{2}}}{997\times 496}\] is 2.

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