If p-32-24 and q-50-48- then-

The correct option is D p> q p= √(32) √(24) #10; #10; p= 5.656 4.898 = 0.758 #10; #10; q = √(50) + √(48) #10; #10; q= 7. ...

You visited us 1 times! Enjoying our articles? Unlock Full Access!

Byju's Answer

Standard XII

Mathematics

Greatest Integer Function

If p=√32-√2...

Question

If $p = \sqrt{32} - \sqrt{24}$ and $q = \sqrt{50} - \sqrt{48}$ , then:

p < q

No worries! We‘ve got your back. Try BYJU‘S free classes today!

p > q

Right on! Give the BNAT exam to get a 100% scholarship for BYJUS courses

p = q

No worries! We‘ve got your back. Try BYJU‘S free classes today!

p \leq q

No worries! We‘ve got your back. Try BYJU‘S free classes today!

Open in App

Solution

The correct option is D $p > q$
$p = \sqrt{32} - \sqrt{24}$

$p = 5.656 - 4.898 = 0.758$

$q = \sqrt{50} + \sqrt{48}$

$q = 7.071 - 6.928 = 0.089$

$∴ p > q$

Suggest Corrections

Similar questions

Q. If

P = {x | 24 < x < 30}

and

Q = {x | 25 < x < 32}

, prove that

P - Q \neq Q - P

In the following, you are given the product pq and the sum p + q, Determine p and q:

(i) pq = 18 and p + q = 11; (ii) pq = 32 and p + q = − 12; (iii) pq = − 24 and p + q = 2; (iv) pq = − 12 and p + q = 11; (v) pq = − 6 and p + q = − 5; (vi) pq = − 44 and p + q = − 7.

Q. Find the value of 'p' and 'q' if 2100=

2^{2} \times p \times q \times 7

If $\frac{{(p + \frac{1}{q})}^{p - q} {(p - \frac{1}{q})}^{p + q}}{{(q + \frac{1}{p})}^{p - q} {(q - \frac{1}{p})}^{p + q}} = {(\frac{p}{q})}^{x}, then x =_________.$

Q. Evaluate:

(4 p q + 3 q)^{2} - (4 p q - 3 q)^{2}

Join BYJU'S Learning Program

If p=√32−√24 and q=√50−√48, then:

The correct option is D p>qp=√32−√24 p=5.656−4.898=0.758 q=√50+√48 q=7.071−6.928=0.089 ∴p>q

If $p = \sqrt{32} - \sqrt{24}$ and $q = \sqrt{50} - \sqrt{48}$ , then:

The correct option is D $p > q$
$p = \sqrt{32} - \sqrt{24}$

$p = 5.656 - 4.898 = 0.758$

$q = \sqrt{50} + \sqrt{48}$

$q = 7.071 - 6.928 = 0.089$

$∴ p > q$