if p(y)=4+3y-y2+5y3. find. p(0) p(2) p(-1).
Answers
Answered by
2
Hello there,
Put formula p(y)=4+3y-y2+5y3 and the value of y = 0, y=2 and y=-1
P(0)= 4
P(2)= 30
P(-1)=7
I hope you like the answer
Answered by
3
Hey buddy.....!! here is ur answer
Given that....p(y) = 4+3y-y²+5y³
p(y) = 5y³-y²+3y+4
On putting y = 0, then
p(0) = 5(0)³-(0)²+3(0)+4
=> p(0) = 4
Now, on putting y = 2, then
p(2) = 5(2)³-(2)²+3(2)+4
=> p(2) = 5×8-4+6+4
=> p(2) = 46
Again, on putting y = -1 then
p(-1) = 5(-1)³-(-1)²+3(-1)+4
=> p(-1) = -5-1-3+4
=> p(-1) = -5
Therefore, required value of p(0) = 4, p(2) = 46 and p(-1) = -5
I hope it will be helpful for you......!!
THANK YOU ✌️✌️
MARK IT AS BRAINLIEST
Given that....p(y) = 4+3y-y²+5y³
p(y) = 5y³-y²+3y+4
On putting y = 0, then
p(0) = 5(0)³-(0)²+3(0)+4
=> p(0) = 4
Now, on putting y = 2, then
p(2) = 5(2)³-(2)²+3(2)+4
=> p(2) = 5×8-4+6+4
=> p(2) = 46
Again, on putting y = -1 then
p(-1) = 5(-1)³-(-1)²+3(-1)+4
=> p(-1) = -5-1-3+4
=> p(-1) = -5
Therefore, required value of p(0) = 4, p(2) = 46 and p(-1) = -5
I hope it will be helpful for you......!!
THANK YOU ✌️✌️
MARK IT AS BRAINLIEST
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