once again
13 14 15 16 number question plzz solve guys
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Q.16 answer is in the img plg chk it
Q. 13
total no. of oranges = 150
probability of its being good =1 - 0.06 =0.94
let the no. of good oranges be x
p [getting good oranges] = x / 150 =0.94
x = 0.94 * 150 =141
no. of good oranges =141
Q. 14
Radius of hemispher (r) = 7cm
Total hieght of Toy = 31cm
Height of Cone (h) = 31 - 7 = 24cm
Slant height of cone (l) =Root of (242 + 72)
Root of (576 + 49)
Root of (625) = 25
Total surface area of toy = CSA of cone + CSA of Hemisphere = 22/7 x r x l + 2 x 22/7 x r2
= 22/7 x r ( l + 2r)
= 22/7 x 7 (25 + 2 x 7)
= 22 x 39 = 858 cm2
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13. total no. of oranges = 150
probability of its being good =1 - 0.06 =0.94
let the no. of good oranges be x
p [getting good oranges] = x / 150 =0.94
x = 0.94 * 150 =141
no. of good oranges =141
14. it is a pic
15. The asked query must be:
a2b2x2- (4b4 - 3a4)x -12a2b2 = 0
⇒ a2 b2x2- 4b4x + 3a4x -12a2b2 = 0
⇒ b2x(a2x - 4b2) + 3a2(a2x - 4b2) = 0
⇒ (a2x - 4b2)(b2x + 3a2) = 0
⇒ (a2x - 4b2) = 0 or (b2x + 3a2) = 0
⇒ a2x = 4b2 or b2x = - 3a2
⇒ x = 4b2/a2 or x = - 3a2/b2
16.
since A.P series is like this
a, (a+d), (a+2d), (a+3d), (a+4d), ……………………………. , {a+(n-1)d}
and nth term is given by = {a+(n-1)d}
so 8th term will be a+7d ,
11th term will be a+10d and
15th term will be a+14d
so as per qn.
a+7d= 31 ……………… (1)
& a+14d = a+10d +16
therefore 4d = 16
& d = 4 ……………….. (2)
use by using (2) in (1)
a + 7 *4 = 31
we get a = 31–28 = 3
so the required A.P will be 3, 7, 11, 15, 19, 23, ……………………
click me as brainliest
probability of its being good =1 - 0.06 =0.94
let the no. of good oranges be x
p [getting good oranges] = x / 150 =0.94
x = 0.94 * 150 =141
no. of good oranges =141
14. it is a pic
15. The asked query must be:
a2b2x2- (4b4 - 3a4)x -12a2b2 = 0
⇒ a2 b2x2- 4b4x + 3a4x -12a2b2 = 0
⇒ b2x(a2x - 4b2) + 3a2(a2x - 4b2) = 0
⇒ (a2x - 4b2)(b2x + 3a2) = 0
⇒ (a2x - 4b2) = 0 or (b2x + 3a2) = 0
⇒ a2x = 4b2 or b2x = - 3a2
⇒ x = 4b2/a2 or x = - 3a2/b2
16.
since A.P series is like this
a, (a+d), (a+2d), (a+3d), (a+4d), ……………………………. , {a+(n-1)d}
and nth term is given by = {a+(n-1)d}
so 8th term will be a+7d ,
11th term will be a+10d and
15th term will be a+14d
so as per qn.
a+7d= 31 ……………… (1)
& a+14d = a+10d +16
therefore 4d = 16
& d = 4 ……………….. (2)
use by using (2) in (1)
a + 7 *4 = 31
we get a = 31–28 = 3
so the required A.P will be 3, 7, 11, 15, 19, 23, ……………………
click me as brainliest
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