Two different types of stainless steel contain Chromium and Steel in the ratio of measurement of 2:11 and 5:21 respectively. Let’s work out in what proportion these two types of steel should be mixed, so that the ratio of measurement of Chromium and Steel becomes 7:32.
Ratio of chromium and steel in first type stainless steel = 2:11
Ratio of chromium in first type stainless steel ![]()
Ratio of steel in first type stainless steel ![]()
Ratio of chromium and steel in second type stainless steel = 5:21
Ratio of chromium in second type stainless steel ![]()
Ratio of steel in second type stainless steel ![]()
Suppose
kg of first type and y kg of second type stainless steel taken and mixed so that the ratio of measurement of Chromium and Steel becomes 7:32
Then, ratio of chromium in new mixture ![]()
Quantity of chromium in new mixture ![]()
Total quantity of new mixture = (x +y)
hence,

⇒ ![]()
⇒ 12x + 15 y = 14x + 14y
⇒ 14x – 12x = 15y – 14y
⇒ 2x = y
⇒ ![]()
x: y = 1:2
Couldn't generate an explanation.
Generated by AI. May contain inaccuracies — always verify with your textbook.
