linear_growth_decay se related questions ko ek jagah revise karein. Har question me bilingual content, answer feedback aur explanation available hai.
30 questions tagged with linear_growth_decay.
If (C(t)=350-14t) and (D(t)=80+4t), at what (t) will (C(t)) be (18) less than (D(t))?
C. (t=16)
शर्त (350-14t=80+4t-18) है। इससे (288=18t) और (t=16) मिलता है। / The condition is (350-14t=80+4t-18). This gives (288=18t) and (t=16).
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If (p(x)=330-18x) and (q(x)=78+3x), what is (x) for (p(x)=q(x))?
C. (x=12)
(330-18x=78+3x) से (252=21x) और (x=12) है। वृद्धि और क्षय मॉडल को बराबर करें। / From (330-18x=78+3x), (252=21x) and (x=12). Equate the growth and decay models.
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If (A(t)=280-13t) and (B(t)=65+5t), when will (A(t)) be (17) more than (B(t))?
B. (t=11)
शर्त (280-13t=65+5t+17) है। इससे (198=18t) और (t=11) मिलता है। / The condition is (280-13t=65+5t+17). This gives (198=18t) and (t=11).
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If (M(t)=95+6t) and (N(t)=203-6t), when will (M(t)) be (24) more than (N(t))?
C. (t=11)
शर्त (M(t)=N(t)+24) है। (95+6t=227-6t) से (12t=132) और (t=11) मिलता है। / The condition is (M(t)=N(t)+24). From (95+6t=227-6t), (12t=132) and (t=11).
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If (P(t)=75+8t) and (Q(t)=219-10t), at which (t) will (P(t)=Q(t))?
B. (t=8)
(75+8t=219-10t) से (18t=144) होता है। इसलिए (t=8) सही है। / From (75+8t=219-10t), (18t=144). Therefore (t=8) is correct.
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If (C(t)=310-12t) and (D(t)=70+6t), at what (t) will (C(t)) be (6) less than (D(t))?
C. (t=14)
शर्त (310-12t=70+6t-6) है। इससे (246=18t) नहीं बल्कि \(t=\frac{41}{3}\) मिलता है इसलिए कोई विकल्प सही नहीं है। / The condition is (310-12t=70+6t-6). This gives (246=18t), so \(t=\frac{41}{3}\), and none of the options is correct.
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If (p(x)=260-15x) and (q(x)=68+3x), what is (x) for (p(x)=q(x))?
D. (x=12)
(260-15x=68+3x) से (192=18x) नहीं बल्कि \(x=\frac{32}{3}\) मिलता है। दिए गए विकल्पों में (x=12) रखने पर बराबरी नहीं होती। / From (260-15x=68+3x), (192=18x), so \(x=\frac{32}{3}\). None of the given options is valid.
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If (A(t)=240-11t) and (B(t)=60+4t), when will (A(t)) be (15) more than (B(t))?
C. (t=11)
शर्त (240-11t=60+4t+15) है। इससे (165=15t) और (t=11) मिलता है। / The condition is (240-11t=60+4t+15). This gives (165=15t) and (t=11).
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If (M(t)=80+7t) and (N(t)=170-5t), when will (M(t)) be (18) more than (N(t))?
B. (t=9)
शर्त (M(t)=N(t)+18) है। (80+7t=188-5t) से (12t=108) और (t=9) मिलता है। / The condition is (M(t)=N(t)+18). From (80+7t=188-5t), (12t=108) and (t=9).
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If (P(t)=70+5t) and (Q(t)=190-10t), at which (t) will (P(t)=Q(t))?
B. (t=8)
(70+5t=190-10t) से (15t=120) होता है। इसलिए (t=8) सही है। / From (70+5t=190-10t), (15t=120). Therefore (t=8) is correct.
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If (C(t)=260-9t) and (D(t)=80+5t), at what (t) will (C(t)) be (12) less than (D(t))?
A. (t=12)
शर्त (260-9t=80+5t-12) है। इससे (192=16t) और (t=12) मिलता है। / The condition is (260-9t=80+5t-12). This gives (192=16t) and (t=12).
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If (p(x)=220-12x) and (q(x)=76+4x), what is (x) for (p(x)=q(x))?
C. (x=9)
(220-12x=76+4x) से (144=16x) और (x=9) है। वृद्धि और क्षय मॉडल को बराबर करें। / From (220-12x=76+4x), (144=16x) and (x=9). Equate the growth and decay models.
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If (A(t)=190-8t) and (B(t)=46+4t), when will (A(t)) be (12) more than (B(t))?
C. (t=11)
शर्त (190-8t=46+4t+12) है। इससे (132=12t) और (t=11) मिलता है। / The condition is (190-8t=46+4t+12). This gives (132=12t) and (t=11).
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If (M(t)=62+5t) and (N(t)=142-5t), when will (M(t)) be (20) more than (N(t))?
C. (t=10)
शर्त (M(t)=N(t)+20) है। (62+5t=162-5t) से (10t=100) और (t=10) मिलता है। / The condition is (M(t)=N(t)+20). From (62+5t=162-5t), (10t=100) and (t=10).
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If (P(t)=52+4t) and (Q(t)=148-8t), at which (t) will (P(t)=Q(t))?
B. (t=8)
(52+4t=148-8t) से (12t=96) होता है। इसलिए (t=8) सही है। / From (52+4t=148-8t), (12t=96). Therefore (t=8) is correct.
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If (C(t)=200-8t) and (D(t)=70+4t), at what (t) will (C(t)) be (10) less than (D(t))?
C. (t=12)
शर्त (200-8t=70+4t-10) है। इससे (140=12t) नहीं बल्कि \(t=\frac{35}{3}\) आता है इसलिए कोई विकल्प सही नहीं है। / The condition is (200-8t=70+4t-10). It gives (140=12t), so \(t=\frac{35}{3}\), hence no option is correct.
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If (p(x)=180-10x) and (q(x)=72+2x), what is (x) for (p(x)=q(x))?
C. (x=9)
(180-10x=72+2x) से (108=12x) और (x=9) है। वृद्धि और क्षय मॉडल को बराबर करें। / From (180-10x=72+2x), (108=12x) and (x=9). Equate the growth and decay models.
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If (A(t)=170-9t) and (B(t)=38+4t), when will (A(t)) be (2) more than (B(t))?
C. (t=10)
शर्त (170-9t=38+4t+2) है। इससे (130=13t) और (t=10) मिलता है। / The condition is (170-9t=38+4t+2). This gives (130=13t) and (t=10).
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If (M(t)=58+3t) and (N(t)=116-5t), when will (M(t)) be (14) more than (N(t))?
C. (t=9)
शर्त (M(t)=N(t)+14) है। (58+3t=130-5t) से (8t=72) और (t=9) मिलता है। / The condition is (M(t)=N(t)+14). From (58+3t=130-5t), (8t=72) and (t=9).
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If (P(t)=38+6t) and (Q(t)=122-8t), at which (t) will (P(t)=Q(t))?
B. (t=6)
(38+6t=122-8t) से (14t=84) होता है। इसलिए (t=6) सही है। / From (38+6t=122-8t), (14t=84). Therefore (t=6) is correct.
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If (C(t)=180-7t) and (D(t)=60+5t), at what (t) will (C(t)) be (12) less than (D(t))?
C. (t=11)
शर्त (180-7t=60+5t-12) है। इससे (132=12t) और (t=11) मिलता है। / The condition is (180-7t=60+5t-12). This gives (132=12t) and (t=11).
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If (p(x)=150-8x) and (q(x)=54+4x), what is (x) for (p(x)=q(x))?
C. (x=8)
(150-8x=54+4x) से (96=12x) और (x=8) है। वृद्धि और क्षय मॉडल को बराबर करें। / From (150-8x=54+4x), (96=12x) and (x=8). Equate the growth and decay models.
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If (A(t)=140-6t) and (B(t)=44+2t), when will (A(t)) be (16) more than (B(t))?
C. (t=10)
शर्त (140-6t=44+2t+16) है। इससे (80=8t) और (t=10) मिलता है। / The condition is (140-6t=44+2t+16). This gives (80=8t) and (t=10).
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If (M(t)=42+4t) and (N(t)=96-5t), when will (M(t)) be (9) more than (N(t))?
C. (t=7)
शर्त (M(t)=N(t)+9) है। (42+4t=105-5t) से (9t=63) और (t=7) मिलता है। / The condition is (M(t)=N(t)+9). From (42+4t=105-5t), (9t=63) and (t=7).
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If (P(t)=55+5t) and (Q(t)=135-3t), at which (t) will (P(t)=Q(t))?
B. (t=10)
(55+5t=135-3t) से (8t=80) होता है। इसलिए (t=10) सही है। / From (55+5t=135-3t), (8t=80). Therefore (t=10) is correct.
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If (C(t)=130-5t) and (D(t)=70+3t), at what (t) will (C(t)) be (12) less than (D(t))?
B. (t=9)
शर्त (130-5t=70+3t-12) है। इससे (72=8t) और (t=9) मिलता है। / The condition is (130-5t=70+3t-12). This gives (72=8t) and (t=9).
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If (p(x)=120-7x) and (q(x)=60+5x), what is (x) for (p(x)=q(x))?
B. (x=5)
(120-7x=60+5x) से (60=12x) और (x=5) है। वृद्धि और क्षय मॉडल को बराबर करें। / From (120-7x=60+5x), (60=12x) and (x=5). Equate the growth and decay models.
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If (A(t)=90-4t) and (B(t)=30+2t), when will (A(t)) be (12) more than (B(t))?
B. (t=8)
शर्त (90-4t=30+2t+12) है। इससे (48=6t) और (t=8) मिलता है। / The condition is (90-4t=30+2t+12). This gives (48=6t) and (t=8).
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If (M(t)=35+5t) and (N(t)=65-3t), when will (M(t)) be (10) more than (N(t))?
B. (t=5)
शर्त (M(t)=N(t)+10) है। (35+5t=75-3t) से (8t=40) और (t=5) मिलता है। / The condition is (M(t)=N(t)+10). From (35+5t=75-3t), (8t=40) and (t=5).
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If (P(t)=40+4t) and (Q(t)=100-6t), at what (t) will (P(t)) first equal (Q(t))?
C. (t=6)
(40+4t=100-6t) से (10t=60) होता है। इसलिए (t=6) सही है। / From (40+4t=100-6t), (10t=60). Therefore (t=6) is correct.
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