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Sia ? 3 years, 5 months ago
Here we will tin-plate the inside of the hemisphere So, We need to find the curved surface area of hemisphere
Radius of hemisphere = r = /2 = (10.5/2) cm = 5.25 cm
Curved surface area of the hemisphere = 22 = (2×22/7×5.25×5.25) cm2 = 173.25 cm2
Cost of tin-plating 100 cm2 = Rs 16
Cost of tin-plating 1 cm2 = Rs 1/100 × 16
Cost of tin-plating 173.25 cm2 = Rs 1/100 × 16 × 173.25 = Rs 27.72
∴ Cost of tin-plating the hemisphere is Rs 27.72
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Sia ? 3 years, 6 months ago
We first convert 3/5 and 7/8 into rational no. with same denominator.
{tex}\Rightarrow
{/tex} 3/5 = 3×8/5×8
{tex}\Rightarrow
{/tex} 24/40
{tex}\Rightarrow
{/tex} 7/8= 7×5/8×5
{tex}\Rightarrow
{/tex} 35/40.
{tex}\therefore{/tex} Thus, Three Rational numbers- 24/40, 25/40, 26/40. or. 35/40, 34/30, 33/40.
Except these, Infinite no. of rational numbers can be found, If we have converted the no.s to the Denominator.
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Rationalization is an attempt to logically justify immoral, deviant, or generally unacceptable behavior. In Freud's classic psychoanalytic theory, rationalization is a defense mechanism, an unconscious attempt to avoid addressing the underlying reasons for a behavior.
Most of us engage in rationalization on a semi-regular basis. A person might account for a bad mood or general rude behavior by explaining that bad traffic affected the morning commute, for example. Someone who is passed over for a promotion might rationalize the disappointment by claiming to not have wanted so much responsibility after all.
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Sia ? 3 years, 6 months ago
(256)0.16+0.09
= (256)0.25
=(256)25/100
=(4^4)1/4
=(4)4x1/4
= 4
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Viraj ... 3 years, 5 months ago
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